var
a1 a2 a3 a4 a5 a6 a7 a8 a9 a10 
a11 a12 a13 a14 a15 a16 a17 a18 a19 a20 
a21 a22 a23 a24 a25 a26 a27 a28 a29 a30 
a31 a32 a33 a34 a35 a36 a37 a38 a39 a40 
a41 a42 a43 a44 a45 a46 a47 a48 a49 a50 
a51 a52 a53 a54 a55 a56 a57 a58 a59 a60 
a61 a62 a63 a64 a65 a66 a67 a68 a69 a70 
a71 a72 a73 a74 a75 a76 a77 a78 a79 a80 
a81 a82 a83 a84 a85 a86 a87 a88 a89 a90 
a91 a92 a93 a94 a95 a96 a97 a98 a99 a100 
a101 a102 a103 a104 a105 a106 a107 a108 a109 a110 
a111 a112 a113 a114 a115 a116 a117 a118 a119 a120 
a121 a122 a123 a124 a125 a126 a127 a128 a129 a130 
a131 a132 a133 a134 a135 a136 a137 a138 a139 a140 
a141 a142 a143 a144 a145 a146 a147 a148 a149 a150 
a151 a152 a153 a154 a155 a156 a157 a158 a159 a160 
a161 a162 a163 a164 a165 a166 a167 a168 a169 a170 
a171 a172 a173 a174 a175 a176 a177 a178 a179 a180 
a181 a182 a183 a184 a185 a186 a187 a188 a189 a190 
a191 a192 a193 a194 a195 a196 a197 a198 a199 a200 
a201 a202 a203 a204 a205 a206 a207 a208 a209 a210 
a211 a212 a213 a214 a215 a216 a217 a218 a219 a220 
a221 a222 a223 a224 a225 a226 a227 a228 a229 a230 
a231 a232 a233 a234 a235 a236 a237 a238 a239 a240 
a241 a242 a243 a244 a245 a246 a247 a248 a249 a250 
a251 a252 a253 a254 a255 a256 a257 a258 a259 a260 
a261 a262 a263 a264 a265 a266 a267 a268 a269 a270 
a271 a272 a273 a274 a275 a276 a277 a278 a279 a280 
a281 a282 a283 a284 a285 a286 a287 a288 a289 a290 
a291 a292 a293 a294 a295 a296 a297 a298 a299 a300 
a301 a302 a303 a304 a305 a306 a307 a308 a309 a310 
a311 a312 a313 a314 a315 a316 a317 a318 a319 a320 
a321 a322 a323 a324 a325 a326 a327 a328 a329 a330 
a331 a332 a333 a334 a335 a336 a337 a338 a339 a340 
a341 a342 a343 a344 a345 a346 a347 a348 a349 a350 
a351 a352 a353 a354 a355 a356 a357 a358 a359 a360 
a361 a362 a363 a364 a365 a366 a367 a368 a369 a370 
a371 a372 a373 a374 a375 a376 a377 a378 a379 a380 
a381 a382 a383 a384 a385 a386 a387 a388 a389 a390 
a391 a392 a393 a394 a395 a396 a397 a398 a399 a400 
a401 a402 a403 a404 a405 a406 a407 a408 a409 a410 
a411 a412 a413 a414 a415 a416 a417 a418 a419 a420 
a421 a422 a423 a424 a425 a426 a427 a428 a429 a430 
a431 a432 a433 a434 a435 a436 a437 a438 a439 a440 
a441 a442 a443 a444 a445 a446 a447 a448 a449 a450 
a451 a452 a453 a454 a455 u r w FK FL A B K TFP Ltot Ctot C1 C2 C3 C1t C2t C3t Y I It
ut Kt Ct Bt wt rt taut tauk Zt Yt Lt tkt kappa BoYt G l T
at1 x1 at2 x2 at3 x3 at4 x4 at5 x5 at6 x6 at7 x7 at8 x8 at9 x9 at10 x10 
at11 x11 at12 x12 at13 x13 at14 x14 at15 x15 at16 x16 at17 x17 at18 x18 at19 x19 at20 x20 
at21 x21 at22 x22 at23 x23 at24 x24 at25 x25 at26 x26 at27 x27 at28 x28 at29 x29 at30 x30 
at31 x31 at32 x32 at33 x33 at34 x34 at35 x35 at36 x36 at37 x37 at38 x38 at39 x39 at40 x40 
at41 x41 at42 x42 at43 x43 at44 x44 at45 x45 at46 x46 at47 x47 at48 x48 at49 x49 at50 x50 
at51 x51 at52 x52 at53 x53 at54 x54 at55 x55 at56 x56 at57 x57 at58 x58 at59 x59 at60 x60 
at61 x61 at62 x62 at63 x63 at64 x64 at65 x65 at66 x66 at67 x67 at68 x68 at69 x69 at70 x70 
at71 x71 at72 x72 at73 x73 at74 x74 at75 x75 at76 x76 at77 x77 at78 x78 at79 x79 at80 x80 
at81 x81 at82 x82 at83 x83 at84 x84 at85 x85 at86 x86 at87 x87 at88 x88 at89 x89 at90 x90 
at91 x91 at92 x92 at93 x93 at94 x94 at95 x95 at96 x96 at97 x97 at98 x98 at99 x99 at100 x100 
at101 x101 at102 x102 at103 x103 at104 x104 at105 x105 at106 x106 at107 x107 at108 x108 at109 x109 at110 x110 
at111 x111 at112 x112 at113 x113 at114 x114 at115 x115 at116 x116 at117 x117 at118 x118 at119 x119 at120 x120 
at121 x121 at122 x122 at123 x123 at124 x124 at125 x125 at126 x126 at127 x127 at128 x128 at129 x129 at130 x130 
at131 x131 at132 x132 at133 x133 at134 x134 at135 x135 at136 x136 at137 x137 at138 x138 at139 x139 at140 x140 
at141 x141 at142 x142 at143 x143 at144 x144 at145 x145 at146 x146 at147 x147 at148 x148 at149 x149 at150 x150 
at151 x151 at152 x152 at153 x153 at154 x154 at155 x155 at156 x156 at157 x157 at158 x158 at159 x159 at160 x160 
at161 x161 at162 x162 at163 x163 at164 x164 at165 x165 at166 x166 at167 x167 at168 x168 at169 x169 at170 x170 
at171 x171 at172 x172 at173 x173 at174 x174 at175 x175 at176 x176 at177 x177 at178 x178 at179 x179 at180 x180 
at181 x181 at182 x182 at183 x183 at184 x184 at185 x185 at186 x186 at187 x187 at188 x188 at189 x189 at190 x190 
at191 x191 at192 x192 at193 x193 at194 x194 at195 x195 at196 x196 at197 x197 at198 x198 at199 x199 at200 x200 
at201 x201 at202 x202 at203 x203 at204 x204 at205 x205 at206 x206 at207 x207 at208 x208 at209 x209 at210 x210 
at211 x211 at212 x212 at213 x213 at214 x214 at215 x215 at216 x216 at217 x217 at218 x218 at219 x219 at220 x220 
at221 x221 at222 x222 at223 x223 at224 x224 at225 x225 at226 x226 at227 x227 at228 x228 at229 x229 at230 x230 
at231 x231 at232 x232 at233 x233 at234 x234 at235 x235 at236 x236 at237 x237 at238 x238 at239 x239 at240 x240 
at241 x241 at242 x242 at243 x243 at244 x244 at245 x245 at246 x246 at247 x247 at248 x248 at249 x249 at250 x250 
at251 x251 at252 x252 at253 x253 at254 x254 at255 x255 at256 x256 at257 x257 at258 x258 at259 x259 at260 x260 
at261 x261 at262 x262 at263 x263 at264 x264 at265 x265 at266 x266 at267 x267 at268 x268 at269 x269 at270 x270 
at271 x271 at272 x272 at273 x273 at274 x274 at275 x275 at276 x276 at277 x277 at278 x278 at279 x279 at280 x280 
at281 x281 at282 x282 at283 x283 at284 x284 at285 x285 at286 x286 at287 x287 at288 x288 at289 x289 at290 x290 
at291 x291 at292 x292 at293 x293 at294 x294 at295 x295 at296 x296 at297 x297 at298 x298 at299 x299 at300 x300 
at301 x301 at302 x302 at303 x303 at304 x304 at305 x305 at306 x306 at307 x307 at308 x308 at309 x309 at310 x310 
at311 x311 at312 x312 at313 x313 at314 x314 at315 x315 at316 x316 at317 x317 at318 x318 at319 x319 at320 x320 
at321 x321 at322 x322 at323 x323 at324 x324 at325 x325 at326 x326 at327 x327 at328 x328 at329 x329 at330 x330 
at331 x331 at332 x332 at333 x333 at334 x334 at335 x335 at336 x336 at337 x337 at338 x338 at339 x339 at340 x340 
at341 x341 at342 x342 at343 x343 at344 x344 at345 x345 at346 x346 at347 x347 at348 x348 at349 x349 at350 x350 
at351 x351 at352 x352 at353 x353 at354 x354 at355 x355 at356 x356 at357 x357 at358 x358 at359 x359 at360 x360 
at361 x361 at362 x362 at363 x363 at364 x364 at365 x365 at366 x366 at367 x367 at368 x368 at369 x369 at370 x370 
at371 x371 at372 x372 at373 x373 at374 x374 at375 x375 at376 x376 at377 x377 at378 x378 at379 x379 at380 x380 
at381 x381 at382 x382 at383 x383 at384 x384 at385 x385 at386 x386 at387 x387 at388 x388 at389 x389 at390 x390 
at391 x391 at392 x392 at393 x393 at394 x394 at395 x395 at396 x396 at397 x397 at398 x398 at399 x399 at400 x400 
at401 x401 at402 x402 at403 x403 at404 x404 at405 x405 at406 x406 at407 x407 at408 x408 at409 x409 at410 x410 
at411 x411 at412 x412 at413 x413 at414 x414 at415 x415 at416 x416 at417 x417 at418 x418 at419 x419 at420 x420 
at421 x421 at422 x422 at423 x423 at424 x424 at425 x425 at426 x426 at427 x427 at428 x428 at429 x429 at430 x430 
at431 x431 at432 x432 at433 x433 at434 x434 at435 x435 at436 x436 at437 x437 at438 x438 at439 x439 at440 x440 
at441 x441 at442 x442 at443 x443 at444 x444 at445 x445 at446 x446 at447 x447 at448 x448 at449 x449 at450 x450 
at451 x451 at452 x452 at453 x453 at454 x454 at455 x455 ; 

varexo eps; 

parameters
beta alpha phi abar delta gamma chi rho_u Gss;

alpha   = 0.35999999999999998668;
beta    = 0.99173553719008245011;
phi     = 0.50000000000000000000;
abar    = 0.00000000100000000000;
delta   = 0.02500000000000000139;
gamma   = 1.00000000000000000000;
rho_u   = 0.10000000000000000555;
Gss     = 0.15214670920883105465;
chi     = 0.00516881035806167517;


model;

x1 = (1/(chi*taut))*l^(1+1/phi)*(0.11739183149361250014)^taut  + T + (1+r)*at1-a1; % equation 1
at1 = 0 + 0.97229399519799997176*a1(-1)+ 0.02770600480199998314*a2(-1); % equation 2
a1 =  4.83908555731599765437; % equation 3
x2 = (1/(chi*taut))*l^(1+1/phi)*(0.11739183149361250014)^taut  + T + (1+r)*at2-a2; % equation 4
at2 = 0 + 1.00000000000000000000*a3(-1); % equation 5
a2 =  6.57950322698757705808; % equation 6
x3 = (1/(chi*taut))*l^(1+1/phi)*(0.11739183149361250014)^taut  + T + (1+r)*at3-a3; % equation 7
at3 = 0 + 1.00000000000000000000*a4(-1); % equation 8
a3 =  6.64226811292606189596; % equation 9
x4 = (1/(chi*taut))*l^(1+1/phi)*(0.11739183149361250014)^taut  + T + (1+r)*at4-a4; % equation 10
at4 = 0 + 1.00000000000000000000*a5(-1); % equation 11
2.33214172904035388356*(x4)^-gamma =0.20353197585448778995 + beta*(1+r(+1))*(+ 2.27207819218861972743*(x3(+1) )^-gamma+ 0.02912052457370556402*(x13(+1) )^-gamma+ 0.00032304162191900001*(x47(+1) )^-gamma); % equation 12
x5 = (1/(chi*taut))*l^(1+1/phi)*(0.11739183149361250014)^taut  + T + (1+r)*at5-a5; % equation 13
at5 = 0 + 1.00000000000000000000*a6(-1); % equation 14
2.32736774348729946738*(x5)^-gamma =0.19874754473903968877 + beta*(1+r(+1))*(+ 2.26752739909661737983*(x4(+1) )^-gamma+ 0.02912052457370556402*(x13(+1) )^-gamma+ 0.00032304162191900001*(x47(+1) )^-gamma); % equation 15
x6 = (1/(chi*taut))*l^(1+1/phi)*(0.11739183149361250014)^taut  + T + (1+r)*at6-a6; % equation 16
at6 = 0 + 1.00000000000000000000*a7(-1); % equation 17
2.32249924373646310372*(x6)^-gamma =0.19398688308067063568 + beta*(1+r(+1))*(+ 2.26288568161022052294*(x5(+1) )^-gamma+ 0.02912052457370556402*(x13(+1) )^-gamma+ 0.00032304162191900001*(x47(+1) )^-gamma); % equation 18
x7 = (1/(chi*taut))*l^(1+1/phi)*(0.11739183149361250014)^taut  + T + (1+r)*at7-a7; % equation 19
at7 = 0 + 1.00000000000000000000*a8(-1); % equation 20
2.31753455925609808119*(x7)^-gamma =0.18924385553401013027 + beta*(1+r(+1))*(+ 2.25815206853685923605*(x6(+1) )^-gamma+ 0.02912052457370556402*(x13(+1) )^-gamma+ 0.00032304162191900001*(x47(+1) )^-gamma); % equation 21
x8 = (1/(chi*taut))*l^(1+1/phi)*(0.11739183149361250014)^taut  + T + (1+r)*at8-a8; % equation 22
at8 = 0 + 1.00000000000000000000*a9(-1); % equation 23
2.31247103023170952341*(x8)^-gamma =0.18450958362969938076 + beta*(1+r(+1))*(+ 2.25332493562854763169*(x7(+1) )^-gamma+ 0.02912052457370556402*(x13(+1) )^-gamma+ 0.00032304162191900001*(x47(+1) )^-gamma); % equation 24
x9 = (1/(chi*taut))*l^(1+1/phi)*(0.11739183149361250014)^taut  + T + (1+r)*at9-a9; % equation 25
at9 = 0 + 1.00000000000000000000*a10(-1); % equation 26
2.30730446284925427847*(x9)^-gamma =0.17977051111636019320 + beta*(1+r(+1))*(+ 2.24840169676362400253*(x8(+1) )^-gamma+ 0.02912052457370556402*(x13(+1) )^-gamma+ 0.00032304162191900001*(x47(+1) )^-gamma); % equation 27
x10 = (1/(chi*taut))*l^(1+1/phi)*(0.11739183149361250014)^taut  + T + (1+r)*at10-a10; % equation 28
at10 = 0 + 1.00000000000000000000*a11(-1); % equation 29
2.30202815971906726844*(x10)^-gamma =0.17500480577007937466 + beta*(1+r(+1))*(+ 2.24337827432187664201*(x9(+1) )^-gamma+ 0.02912052457370556402*(x13(+1) )^-gamma+ 0.00032304162191900001*(x47(+1) )^-gamma); % equation 30
x11 = (1/(chi*taut))*l^(1+1/phi)*(0.11739183149361250014)^taut  + T + (1+r)*at11-a11; % equation 31
at11 = 0 + 1.00000000000000000000*a12(-1); % equation 32
2.29663127629647334516*(x11)^-gamma =0.17017670845696972193 + beta*(1+r(+1))*(+ 2.23824815647155128673*(x10(+1) )^-gamma+ 0.02912052457370556402*(x13(+1) )^-gamma+ 0.00032304162191900001*(x47(+1) )^-gamma); % equation 33
x12 = (1/(chi*taut))*l^(1+1/phi)*(0.11739183149361250014)^taut  + T + (1+r)*at12-a12; % equation 34
at12 = 0 + 0.00678231032666369409*a13(-1)+ 0.00659537574823217208*a14(-1)+ 0.00641359347556819809*a15(-1)+ 0.00623682150040906925*a16(-1)+ 0.00606492172853514977*a17(-1)+ 0.00589775987189070528*a18(-1)+ 0.00573520534367810871*a19(-1)+ 0.00557713115634347195*a20(-1)+ 0.00542341382237399808*a21(-1)+ 0.00527393325782957341*a22(-1)+ 0.00512857268853322227*a23(-1)+ 0.73532739120482448758*a24(-1)+ 0.01560340919909032099*a25(-1)+ 0.00010960790669087048*a26(-1)+ 0.01604566098762690018*a27(-1)+ 0.00011271455422880818*a28(-1)+ 0.01650044764222821647*a29(-1)+ 0.00011590925434631199*a30(-1)+ 0.01696812444210699794*a31(-1)+ 0.00011919450274225786*a32(-1)+ 0.01744905673625400666*a33(-1)+ 0.00012257286585181247*a34(-1)+ 0.01794362022884859673*a35(-1)+ 0.00012604698285133197*a36(-1)+ 0.01845220127275867469*a37(-1)+ 0.00012961956772008563*a38(-1)+ 0.01897519717135949524*a39(-1)+ 0.00013329341136041577*a40(-1)+ 0.01951301648890692297*a41(-1)+ 0.00013707138377798991*a42(-1)+ 0.02006607936970774761*a43(-1)+ 0.00014095643632384860*a44(-1)+ 0.02063481786633626636*a45(-1)+ 0.00014495160399999972*a46(-1); % equation 35
2.29111693814405059655*(x12)^-gamma =0.16540497233218312556 + beta*(1+r(+1))*(+ 2.23300079912697979623*(x11(+1) )^-gamma+ 0.02912052457370556402*(x13(+1) )^-gamma+ 0.00032304162191900001*(x47(+1) )^-gamma); % equation 36
x13 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at13-a13; % equation 37
at13 = 0 + 0.73413112885873066382*a1(-1)+ 0.02091943453514347184*a2(-1)+ 0.02151554430908872786*a3(-1)+ 0.02212864052987106867*a4(-1)+ 0.02275920723480838459*a5(-1)+ 0.02340774225410458681*a6(-1)+ 0.02407475760388480199*a7(-1)+ 0.02476077989043033376*a8(-1)+ 0.02546635072593243440*a9(-1)+ 0.02619202715609326992*a10(-1)+ 0.02693838209991153074*a11(-1)+ 0.02770600480199998314*a12(-1); % equation 38
1.06216849880456454258*(x13)^-gamma =0.00720557200538778433 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 1.02686626280466608563*(x14(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 39
x14 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at14-a14; % equation 40
at14 = 0 + 1.00000000000000000000*a13(-1); % equation 41
1.05597102033033007906*(x14)^-gamma =0.00727346811114578610 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 1.02085771762126698015*(x15(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 42
x15 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at15-a15; % equation 43
at15 = 0 + 1.00000000000000000000*a14(-1); % equation 44
1.04979217327123475201*(x15)^-gamma =0.00736053409978654812 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 1.01486478896917575732*(x16(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 45
x16 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at16-a16; % equation 46
at16 = 0 + 1.00000000000000000000*a15(-1); % equation 47
1.04362938536715943449*(x16)^-gamma =0.00744865100396992046 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 1.00888687183225878030*(x17(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 48
x17 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at17-a17; % equation 49
at17 = 0 + 1.00000000000000000000*a16(-1); % equation 50
1.03748203445382913834*(x17)^-gamma =0.00753860431118802583 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 1.00292326227207095890*(x18(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 51
x18 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at18-a18; % equation 52
at18 = 0 + 1.00000000000000000000*a17(-1); % equation 53
1.03134939664087443845*(x18)^-gamma =0.00763066772924213006 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 0.99697321008990036351*(x19(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 54
x19 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at19-a19; % equation 55
at19 = 0 + 1.00000000000000000000*a18(-1); % equation 56
1.02523070046649200648*(x19)^-gamma =0.00772489729264874171 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 0.99103594090569646635*(x20(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 57
x20 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at20-a20; % equation 58
at20 = 0 + 1.00000000000000000000*a19(-1); % equation 59
1.01912514960216071813*(x20)^-gamma =0.00782125975686567311 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 0.98511066495794585851*(x21(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 60
x21 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at21-a21; % equation 61
at21 = 0 + 1.00000000000000000000*a20(-1); % equation 62
1.01303193190193607798*(x21)^-gamma =0.00791968803563409922 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 0.97919658019490085632*(x22(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 63
x22 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at22-a22; % equation 64
at22 = 0 + 1.00000000000000000000*a21(-1); % equation 65
1.00695022258129340820*(x22)^-gamma =0.00802010465881014198 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 0.97329287295470356955*(x23(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 66
x23 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at23-a23; % equation 67
at23 = 0 + 1.00000000000000000000*a22(-1); % equation 68
1.00087918491652927422*(x23)^-gamma =0.00812243131623705504 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 1.16785143977374139546*(x24(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 69
x24 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at24-a24; % equation 70
at24 = 0 + 0.00678231032666369409*a23(-1)+ 0.97243792020300001688*a24(-1)+ 0.02063481786633626636*a25(-1)+ 0.00014495160399999969*a26(-1); % equation 71
1.20095217957969802036*(x24)^-gamma =0.00240800673470576224 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 1.16785143977374139546*(x24(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 72
x25 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at25-a25; % equation 73
at25 = 0 + 1.00000000000000000000*a27(-1); % equation 74
1.58924829058737748788*(x25)^-gamma =-0.00391841446549528061 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 1.16785143977374139546*(x24(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 75
x26 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at26-a26; % equation 76
at26 = 0 + 1.00000000000000000000*a28(-1); % equation 77
2.34977036786436821458*(x26)^-gamma =-0.00257971339840239611 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 1.16785143977374139546*(x24(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 78
x27 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at27-a27; % equation 79
at27 = 0 + 1.00000000000000000000*a29(-1); % equation 80
1.59736834938536897965*(x27)^-gamma =-0.00391841406350827010 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 1.54544530238496236052*(x25(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 81
x28 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at28-a28; % equation 82
at28 = 0 + 1.00000000000000000000*a30(-1); % equation 83
2.36098858183304560754*(x28)^-gamma =-0.00256024963593048677 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 2.28500580948066467357*(x26(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 84
x29 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at29-a29; % equation 85
at29 = 0 + 1.00000000000000000000*a31(-1); % equation 86
1.60555762180040351161*(x29)^-gamma =-0.00391626591184847384 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 1.55334155547440722067*(x27(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 87
x30 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at30-a30; % equation 88
at30 = 0 + 1.00000000000000000000*a32(-1); % equation 89
2.37228841282684710379*(x30)^-gamma =-0.00254080332102281023 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 2.29591482614075736990*(x28(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 90
x31 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at31-a31; % equation 91
at31 = 0 + 1.00000000000000000000*a33(-1); % equation 92
1.61381587627242173433*(x31)^-gamma =-0.00391214055746791963 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 1.56130511450965925313*(x29(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 93
x32 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at32-a32; % equation 94
at32 = 0 + 1.00000000000000000000*a34(-1); % equation 95
2.38366915880645979797*(x32)^-gamma =-0.00252137964423963324 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 2.30690321029101497174*(x30(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 96
x33 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at33-a33; % equation 97
at33 = 0 + 1.00000000000000000000*a35(-1); % equation 98
1.62214285383417022857*(x33)^-gamma =-0.00390625522302232627 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 1.56933575431293581559*(x31(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 99
x34 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at34-a34; % equation 100
at34 = 0 + 1.00000000000000000000*a36(-1); % equation 101
2.39513013645271222174*(x34)^-gamma =-0.00250198362671704387 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 2.31797027924178822289*(x32(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 102
x35 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at35-a35; % equation 103
at35 = 0 + 1.00000000000000000000*a37(-1); % equation 104
1.63053826020535419516*(x35)^-gamma =-0.00389887245646017159 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 1.57743322305465949462*(x33(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 105
x36 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at36-a36; % equation 106
at36 = 0 + 1.00000000000000000000*a38(-1); % equation 107
2.40667068073787948634*(x36)^-gamma =-0.00248262015662880590 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 2.32911536850760292339*(x34(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 108
x37 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at37-a37; % equation 109
at37 = 0 + 1.00000000000000000000*a39(-1); % equation 110
1.63900176034565903116*(x37)^-gamma =-0.00389028655215981978 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 1.58559723456551271425*(x35(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 111
x38 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at38-a38; % equation 112
at38 = 0 + 1.00000000000000000000*a40(-1); % equation 113
2.41829014450352053345*(x38)^-gamma =-0.00246329400599777561 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 2.34033783139028184195*(x36(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 114
x39 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at39-a39; % equation 115
at39 = 0 + 1.00000000000000000000*a41(-1); % equation 116
1.64753297887483918238*(x39)^-gamma =-0.00388079108624742909 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 1.59382746303958855449*(x37(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 117
x40 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at40-a40; % equation 118
at40 = 0 + 1.00000000000000000000*a42(-1); % equation 119
2.42998789804845971574*(x40)^-gamma =-0.00244400983339771935 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 2.35163703856841577178*(x38(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 120
x41 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at41-a41; % equation 121
at41 = 0 + 1.00000000000000000000*a43(-1); % equation 122
1.65613151040274675374*(x41)^-gamma =-0.00387062423735327421 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 1.60212354344290175412*(x39(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 123
x42 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at42-a42; % equation 124
at42 = 0 + 1.00000000000000000000*a44(-1); % equation 125
2.44176332872819257247*(x42)^-gamma =-0.00242477218103348893 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 2.36301237769670402500*(x40(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 126
x43 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at43-a43; % equation 127
at43 = 0 + 1.00000000000000000000*a45(-1); % equation 128
1.66479694137892564321*(x43)^-gamma =-0.00385990542333823324 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 1.61048508155870018221*(x41(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 129
x44 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at44-a44; % equation 130
at44 = 0 + 1.00000000000000000000*a46(-1); % equation 131
2.45361584056539561161*(x44)^-gamma =-0.00240558547210905022 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 2.37446325301639804550*(x42(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 132
x45 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at45-a45; % equation 133
at45 = 0 + 0.00004764468170730766*a47(-1)+ 0.01366108971429275121*a48(-1)+ 0.00004633838513349277*a49(-1)+ 0.01328653721338641548*a50(-1)+ 0.00004506790390522356*a51(-1)+ 0.01292225399398464619*a52(-1)+ 0.00004383225605638123*a53(-1)+ 0.01256795849838227355*a54(-1)+ 0.00004263048654387243*a55(-1)+ 0.01222337688847372449*a56(-1)+ 0.00004146166650946803*a57(-1)+ 0.01188824283410113911*a58(-1)+ 0.00004032489256188037*a59(-1)+ 0.01156229730720545294*a60(-1)+ 0.00003921928607852426*a61(-1)+ 0.01124528838162131873*a62(-1)+ 0.00003814399252642181*a63(-1)+ 0.01093697103836117381*a64(-1)+ 0.00003709818080172634*a65(-1)+ 0.01063710697623789815*a66(-1)+ 0.00003608104258735503*a67(-1)+ 0.01034546442767972883*a68(-1)+ 0.73653113990372331976*a69(-1)+ 0.01034546442767969414*a70(-1)+ 0.00003608104258735494*a71(-1)+ 0.01063710697623785999*a72(-1)+ 0.00003709818080172625*a73(-1)+ 0.01093697103836113564*a74(-1)+ 0.00003814399252642170*a75(-1)+ 0.01124528838162127710*a76(-1)+ 0.00003921928607852417*a77(-1)+ 0.01156229730720540957*a78(-1)+ 0.00004032489256188028*a79(-1)+ 0.01188824283410109574*a80(-1)+ 0.00004146166650946794*a81(-1)+ 0.01222337688847367938*a82(-1)+ 0.00004263048654387233*a83(-1)+ 0.01256795849838222671*a84(-1)+ 0.00004383225605638112*a85(-1)+ 0.01292225399398459935*a86(-1)+ 0.00004506790390522344*a87(-1)+ 0.01328653721338636864*a88(-1)+ 0.00004633838513349266*a89(-1)+ 0.01366108971429270263*a90(-1)+ 0.00004764468170730755*a91(-1); % equation 134
1.67352887082383561257*(x45)^-gamma =-0.00384864089853322522 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 1.61891167523483825441*(x43(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 135
x46 = (1/(chi*taut))*l^(1+1/phi)*(0.30645303913469357227)^taut  + T + (1+r)*at46-a46; % equation 136
at46 = 0 + 0.00014495160400000080*a92(-1)+ 0.02063481786633634268*a93(-1)+ 0.00014095643632384961*a94(-1)+ 0.02006607936970781700*a95(-1)+ 0.00013707138377799089*a96(-1)+ 0.01951301648890699583*a97(-1)+ 0.00013329341136041672*a98(-1)+ 0.01897519717135956116*a99(-1)+ 0.00012961956772008652*a100(-1)+ 0.01845220127275873714*a101(-1)+ 0.00012604698285133284*a102(-1)+ 0.01794362022884865571*a103(-1)+ 0.00012257286585181331*a104(-1)+ 0.01744905673625406217*a105(-1)+ 0.00011919450274225866*a106(-1)+ 0.01696812444210704651*a107(-1)+ 0.00011590925434631277*a108(-1)+ 0.01650044764222826157*a109(-1)+ 0.00011271455422880892*a110(-1)+ 0.01604566098762694529*a111(-1)+ 0.00010960790669087120*a112(-1)+ 0.01560340919909035916*a113(-1)+ 0.73532739120482371042*a114(-1)+ 0.00512857268853322487*a115(-1)+ 0.00527393325782957601*a116(-1)+ 0.00542341382237400155*a117(-1)+ 0.00557713115634347629*a118(-1)+ 0.00573520534367811391*a119(-1)+ 0.00589775987189071049*a120(-1)+ 0.00606492172853515497*a121(-1)+ 0.00623682150040907619*a122(-1)+ 0.00641359347556820676*a123(-1)+ 0.00659537574823218162*a124(-1)+ 0.00678231032666370276*a125(-1); % equation 137
2.46554485387121991025*(x46)^-gamma =-0.00238645400848685107 + beta*(1+r(+1))*(+ 0.01570337643545877473*(x12(+1) )^-gamma+ 2.38598908497654882410*(x44(+1) )^-gamma+ 0.02595451144324862486*(x48(+1) )^-gamma+ 0.00023600587912498599*(x92(+1) )^-gamma); % equation 138
x47 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at47-a47; % equation 139
at47 = 0 + 0.73413112885873055280*a1(-1)+ 0.02091943453514346837*a2(-1)+ 0.02151554430908872440*a3(-1)+ 0.02212864052987106520*a4(-1)+ 0.02275920723480838459*a5(-1)+ 0.02340774225410458681*a6(-1)+ 0.02407475760388479852*a7(-1)+ 0.02476077989043033376*a8(-1)+ 0.02546635072593243093*a9(-1)+ 0.02619202715609326645*a10(-1)+ 0.02693838209991152727*a11(-1)+ 0.02770600480199997967*a12(-1); % equation 140
1.11432700295357767217*(x47)^-gamma =-0.00041527963045873167 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.08364157489879242569*(x49(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 141
x48 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at48-a48; % equation 142
at48 = 0 + 0.00678231032666369409*a13(-1)+ 0.00659537574823217208*a14(-1)+ 0.00641359347556819809*a15(-1)+ 0.00623682150040906838*a16(-1)+ 0.00606492172853514890*a17(-1)+ 0.00589775987189070528*a18(-1)+ 0.00573520534367810957*a19(-1)+ 0.00557713115634347282*a20(-1)+ 0.00542341382237399895*a21(-1)+ 0.00527393325782957341*a22(-1)+ 0.00512857268853322227*a23(-1)+ 0.73532739120482448758*a24(-1)+ 0.01560340919909032099*a25(-1)+ 0.00010960790669087048*a26(-1)+ 0.01604566098762690365*a27(-1)+ 0.00011271455422880817*a28(-1)+ 0.01650044764222821647*a29(-1)+ 0.00011590925434631201*a30(-1)+ 0.01696812444210699794*a31(-1)+ 0.00011919450274225784*a32(-1)+ 0.01744905673625401013*a33(-1)+ 0.00012257286585181247*a34(-1)+ 0.01794362022884859673*a35(-1)+ 0.00012604698285133197*a36(-1)+ 0.01845220127275867816*a37(-1)+ 0.00012961956772008563*a38(-1)+ 0.01897519717135949524*a39(-1)+ 0.00013329341136041577*a40(-1)+ 0.01951301648890692644*a41(-1)+ 0.00013707138377798994*a42(-1)+ 0.02006607936970774761*a43(-1)+ 0.00014095643632384860*a44(-1)+ 0.02063481786633626983*a45(-1)+ 0.00014495160399999972*a46(-1); % equation 143
1.26218855286022302309*(x48)^-gamma =-0.00049290098658977093 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.22611704112098562902*(x50(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 144
x49 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at49-a49; % equation 145
at49 = 0 + 1.00000000000000000000*a47(-1); % equation 146
1.11418984006719834490*(x49)^-gamma =-0.00042184717592222984 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.08337555528110640601*(x51(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 147
x50 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at50-a50; % equation 148
at50 = 0 + 1.00000000000000000000*a48(-1); % equation 149
1.26068174347947858926*(x50)^-gamma =-0.00049837361496660182 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.22457990824156714993*(x52(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 150
x51 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at51-a51; % equation 151
at51 = 0 + 1.00000000000000000000*a49(-1); % equation 152
1.11391632125604367332*(x51)^-gamma =-0.00047723672781566513 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.08302390417895466612*(x53(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 153
x52 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at52-a52; % equation 154
at52 = 0 + 1.00000000000000000000*a50(-1); % equation 155
1.25910127824378359485*(x52)^-gamma =-0.00052945386723388251 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.22299755221048189746*(x54(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 156
x53 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at53-a53; % equation 157
at53 = 0 + 1.00000000000000000000*a51(-1); % equation 158
1.11355475697654227041*(x53)^-gamma =-0.00052246056339945858 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.08260413081058781692*(x55(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 159
x54 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at54-a54; % equation 160
at54 = 0 + 1.00000000000000000000*a52(-1); % equation 161
1.25747431499870043758*(x54)^-gamma =-0.00055410518417045129 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.22137961797718852530*(x56(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 162
x55 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at55-a55; % equation 163
at55 = 0 + 1.00000000000000000000*a53(-1); % equation 164
1.11312315003841910688*(x55)^-gamma =-0.00055249050602644133 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.08212582917672572869*(x57(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 165
x56 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at56-a56; % equation 166
at56 = 0 + 1.00000000000000000000*a54(-1); % equation 167
1.25581077058845513861*(x56)^-gamma =-0.00057026921011033049 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.21973149363127197908*(x58(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 168
x57 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at57-a57; % equation 169
at57 = 0 + 1.00000000000000000000*a55(-1); % equation 170
1.11263136490089653563*(x57)^-gamma =-0.00057314711053927964 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.08159619467546863625*(x59(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 171
x58 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at58-a58; % equation 172
at58 = 0 + 1.00000000000000000000*a56(-1); % equation 173
1.25411618499491228640*(x58)^-gamma =-0.00058115363452184788 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.21805729376233284889*(x60(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 174
x59 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at59-a59; % equation 175
at59 = 0 + 1.00000000000000000000*a57(-1); % equation 176
1.11208679980306435198*(x59)^-gamma =-0.00058758932377647884 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.08102089991886618492*(x61(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 177
x60 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at60-a60; % equation 178
at60 = 0 + 1.00000000000000000000*a58(-1); % equation 179
1.25239478879950683066*(x60)^-gamma =-0.00058851142290250360 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.21636030727393085193*(x62(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 180
x61 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at61-a61; % equation 181
at61 = 0 + 1.00000000000000000000*a59(-1); % equation 182
1.11149528727004787143*(x61)^-gamma =-0.00059766069663440670 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.08040456770983195334*(x63(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 183
x62 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at62-a62; % equation 184
at62 = 0 + 1.00000000000000000000*a60(-1); % equation 185
1.25064996362123204143*(x62)^-gamma =-0.00059337464988043357 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.21464324388330835447*(x64(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 186
x63 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at63-a63; % equation 187
at63 = 0 + 1.00000000000000000000*a61(-1); % equation 188
1.11086158042332017182*(x63)^-gamma =-0.00060452931868063150 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.07975105838478935283*(x65(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 189
x64 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at64-a64; % equation 190
at64 = 0 + 1.00000000000000000000*a62(-1); % equation 191
1.24888449556528224882*(x64)^-gamma =-0.00059640229118237151 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.21290838674957046628*(x66(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 192
x65 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at65-a65; % equation 193
at65 = 0 + 1.00000000000000000000*a63(-1); % equation 194
1.11018964842364620260*(x65)^-gamma =-0.00060898272928106142 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.07906365650767410713*(x67(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 195
x66 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at66-a66; % equation 196
at66 = 0 + 1.00000000000000000000*a64(-1); % equation 197
1.24710073215388006496*(x66)^-gamma =-0.00059804150754010229 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.21115769315333032807*(x68(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 198
x67 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at67-a67; % equation 199
at67 = 0 + 1.00000000000000000000*a65(-1); % equation 200
1.10948286842805932118*(x67)^-gamma =-0.00061157659946766199 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.47037715275993208230*(x69(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 201
x68 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at68-a68; % equation 202
at68 = 0 + 1.00000000000000000000*a66(-1); % equation 203
1.24530068584411779398*(x68)^-gamma =-0.00059860951208891647 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.47037715275993208230*(x69(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 204
x69 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at69-a69; % equation 205
at69 = 0 + 0.00004764468170730768*a67(-1)+ 0.01366108971429275468*a68(-1)+ 0.97258253120799975644*a69(-1)+ 0.01366108971429270784*a70(-1)+ 0.00004764468170730756*a71(-1); % equation 206
1.51182763989565449592*(x69)^-gamma =-0.00057378402590033020 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.47037715275993208230*(x69(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 207
x70 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at70-a70; % equation 208
at70 = 0 + 1.00000000000000000000*a72(-1); % equation 209
2.05177020688662947734*(x70)^-gamma =-0.00065519254325061298 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.47037715275993208230*(x69(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 210
x71 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at71-a71; % equation 211
at71 = 0 + 1.00000000000000000000*a73(-1); % equation 212
3.15353827701870148559*(x71)^-gamma =-0.00054061613307383369 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.47037715275993208230*(x69(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 213
x72 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at72-a72; % equation 214
at72 = 0 + 1.00000000000000000000*a74(-1); % equation 215
2.05847122249544156602*(x72)^-gamma =-0.00065503208534027461 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 1.99551586127095959000*(x70(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 216
x73 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at73-a73; % equation 217
at73 = 0 + 1.00000000000000000000*a75(-1); % equation 218
3.16468050145361257108*(x73)^-gamma =-0.00053910417893274709 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 3.06707623972416332236*(x71(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 219
x74 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at74-a74; % equation 220
at74 = 0 + 1.00000000000000000000*a76(-1); % equation 221
2.06520148196091390957*(x74)^-gamma =-0.00065485945093966629 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 2.00203315199344222819*(x72(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 222
x75 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at75-a75; % equation 223
at75 = 0 + 1.00000000000000000000*a77(-1); % equation 224
3.17586306577928567663*(x75)^-gamma =-0.00053758889364479920 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 3.07791297256835694185*(x73(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 225
x76 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at76-a76; % equation 226
at76 = 0 + 1.00000000000000000000*a78(-1); % equation 227
2.07196104097525912735*(x76)^-gamma =-0.00065467464267874253 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 2.00857888478005808253*(x74(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 228
x77 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at77-a77; % equation 229
at77 = 0 + 1.00000000000000000000*a79(-1); % equation 230
3.18708606826824558667*(x77)^-gamma =-0.00053607036493825175 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 3.08878893928561604199*(x75(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 231
x78 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at78-a78; % equation 232
at78 = 0 + 1.00000000000000000000*a80(-1); % equation 233
2.07874995555657049451*(x78)^-gamma =-0.00065447765742401636 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 2.01515311379607986453*(x76(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 234
x79 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at79-a79; % equation 235
at79 = 0 + 1.00000000000000000000*a81(-1); % equation 236
3.19834960758403363812*(x79)^-gamma =-0.00053454868023754482 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 3.09970423545408246824*(x77(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 237
x80 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at80-a80; % equation 238
at80 = 0 + 1.00000000000000000000*a82(-1); % equation 239
2.08556828202252120263*(x80)^-gamma =-0.00065426848492571206 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 2.02175589352372675478*(x78(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 240
x81 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at81-a81; % equation 241
at81 = 0 + 1.00000000000000000000*a83(-1); % equation 242
3.20965378278051183258*(x81)^-gamma =-0.00053302392665485461 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 3.11065895703219252866*(x79(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 243
x82 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at82-a82; % equation 244
at82 = 0 + 1.00000000000000000000*a84(-1); % equation 245
2.09241607696272380323*(x82)^-gamma =-0.00065404710616783184 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 2.02838727873658353218*(x80(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 246
x83 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at83-a83; % equation 247
at83 = 0 + 1.00000000000000000000*a85(-1); % equation 248
3.22099869330124999323*(x83)^-gamma =-0.00053149619098175093 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 3.12165320035800197829*(x81(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 249
x84 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at84-a84; % equation 250
at84 = 0 + 1.00000000000000000000*a86(-1); % equation 251
2.09929339720946028791*(x84)^-gamma =-0.00065381349134473123 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 2.03504732447271896589*(x82(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 252
x85 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at85-a85; % equation 253
at85 = 0 + 1.00000000000000000000*a87(-1); % equation 254
3.23238443897896310375*(x85)^-gamma =-0.00052996555968095173 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 3.13268706214858960735*(x83(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 255
x86 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at86-a86; % equation 256
at86 = 0 + 1.00000000000000000000*a88(-1); % equation 257
2.10620029980644885015*(x86)^-gamma =-0.00065356759736518463 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 2.04173608600621792064*(x84(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 258
x87 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at87-a87; % equation 259
at87 = 0 + 1.00000000000000000000*a89(-1); % equation 260
3.24381112003500104990*(x87)^-gamma =-0.00052843211887817880 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 3.14376063949951056742*(x85(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 261
x88 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at88-a88; % equation 262
at88 = 0 + 1.00000000000000000000*a90(-1); % equation 263
2.11313684197522855257*(x88)^-gamma =-0.00065330936475487369 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 2.04845361881680432248*(x86(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 264
x89 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at89-a89; % equation 265
at89 = 0 + 1.00000000000000000000*a91(-1); % equation 266
3.25527883707890985931*(x89)^-gamma =-0.00052689595435411179 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 3.15487402988429854744*(x87(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 267
x90 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at90-a90; % equation 268
at90 = 0 + 0.00014495160400000080*a92(-1)+ 0.02063481786633634268*a93(-1)+ 0.00014095643632384961*a94(-1)+ 0.02006607936970781700*a95(-1)+ 0.00013707138377799089*a96(-1)+ 0.01951301648890699236*a97(-1)+ 0.00013329341136041669*a98(-1)+ 0.01897519717135956116*a99(-1)+ 0.00012961956772008655*a100(-1)+ 0.01845220127275873714*a101(-1)+ 0.00012604698285133284*a102(-1)+ 0.01794362022884865224*a103(-1)+ 0.00012257286585181331*a104(-1)+ 0.01744905673625406217*a105(-1)+ 0.00011919450274225866*a106(-1)+ 0.01696812444210704651*a107(-1)+ 0.00011590925434631277*a108(-1)+ 0.01650044764222826157*a109(-1)+ 0.00011271455422880890*a110(-1)+ 0.01604566098762694529*a111(-1)+ 0.00010960790669087118*a112(-1)+ 0.01560340919909035916*a113(-1)+ 0.73532739120482348838*a114(-1)+ 0.00512857268853322487*a115(-1)+ 0.00527393325782957601*a116(-1)+ 0.00542341382237400155*a117(-1)+ 0.00557713115634347629*a118(-1)+ 0.00573520534367811391*a119(-1)+ 0.00589775987189070962*a120(-1)+ 0.00606492172853515497*a121(-1)+ 0.00623682150040907532*a122(-1)+ 0.00641359347556820589*a123(-1)+ 0.00659537574823218075*a124(-1)+ 0.00678231032666370276*a125(-1); % equation 269
2.12010308107865386162*(x90)^-gamma =-0.00065303871378808007 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 2.05519997855714686708*(x88(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 270
x91 = (1/(chi*taut))*l^(1+1/phi)*(0.80000000000000004441)^taut  + T + (1+r)*at91-a91; % equation 271
at91 = 0 + 0.02770600480199993804*a126(-1)+ 0.02693838209991149604*a127(-1)+ 0.02619202715609323523*a128(-1)+ 0.02546635072593239971*a129(-1)+ 0.02476077989043029559*a130(-1)+ 0.02407475760388477076*a131(-1)+ 0.02340774225410455212*a132(-1)+ 0.02275920723480835683*a133(-1)+ 0.02212864052987104091*a134(-1)+ 0.02151554430908870011*a135(-1)+ 0.02091943453514344409*a136(-1)+ 0.73413112885873110791*a137(-1); % equation 272
3.26678769110804179121*(x91)^-gamma =-0.00052535715153644697 + beta*(1+r(+1))*(+ 0.02294196279416177778*(x45(+1) )^-gamma+ 3.16602733115404033626*(x89(+1) )^-gamma+ 0.02549171433164595241*(x93(+1) )^-gamma); % equation 273
x92 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at92-a92; % equation 274
at92 = 0 + 0.00678231032666369495*a13(-1)+ 0.00659537574823217294*a14(-1)+ 0.00641359347556819809*a15(-1)+ 0.00623682150040906925*a16(-1)+ 0.00606492172853515064*a17(-1)+ 0.00589775987189070528*a18(-1)+ 0.00573520534367810957*a19(-1)+ 0.00557713115634347282*a20(-1)+ 0.00542341382237399895*a21(-1)+ 0.00527393325782957341*a22(-1)+ 0.00512857268853322314*a23(-1)+ 0.73532739120482448758*a24(-1)+ 0.01560340919909032273*a25(-1)+ 0.00010960790669087049*a26(-1)+ 0.01604566098762690365*a27(-1)+ 0.00011271455422880818*a28(-1)+ 0.01650044764222821647*a29(-1)+ 0.00011590925434631201*a30(-1)+ 0.01696812444210699794*a31(-1)+ 0.00011919450274225786*a32(-1)+ 0.01744905673625401013*a33(-1)+ 0.00012257286585181249*a34(-1)+ 0.01794362022884859673*a35(-1)+ 0.00012604698285133200*a36(-1)+ 0.01845220127275867816*a37(-1)+ 0.00012961956772008566*a38(-1)+ 0.01897519717135949871*a39(-1)+ 0.00013329341136041577*a40(-1)+ 0.01951301648890692644*a41(-1)+ 0.00013707138377798994*a42(-1)+ 0.02006607936970775108*a43(-1)+ 0.00014095643632384860*a44(-1)+ 0.02063481786633626636*a45(-1)+ 0.00014495160399999972*a46(-1); % equation 275
1.62817017964827459586*(x92)^-gamma =-0.00029708082581296681 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 1.59284471858467968630*(x94(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 276
x93 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at93-a93; % equation 277
at93 = 0 + 0.00004764468170730766*a47(-1)+ 0.01366108971429275121*a48(-1)+ 0.00004633838513349277*a49(-1)+ 0.01328653721338641548*a50(-1)+ 0.00004506790390522356*a51(-1)+ 0.01292225399398464619*a52(-1)+ 0.00004383225605638123*a53(-1)+ 0.01256795849838227355*a54(-1)+ 0.00004263048654387243*a55(-1)+ 0.01222337688847372449*a56(-1)+ 0.00004146166650946803*a57(-1)+ 0.01188824283410113911*a58(-1)+ 0.00004032489256188037*a59(-1)+ 0.01156229730720545294*a60(-1)+ 0.00003921928607852426*a61(-1)+ 0.01124528838162131873*a62(-1)+ 0.00003814399252642181*a63(-1)+ 0.01093697103836117381*a64(-1)+ 0.00003709818080172634*a65(-1)+ 0.01063710697623789815*a66(-1)+ 0.00003608104258735503*a67(-1)+ 0.01034546442767972883*a68(-1)+ 0.73653113990372331976*a69(-1)+ 0.01034546442767969414*a70(-1)+ 0.00003608104258735494*a71(-1)+ 0.01063710697623785999*a72(-1)+ 0.00003709818080172625*a73(-1)+ 0.01093697103836113564*a74(-1)+ 0.00003814399252642170*a75(-1)+ 0.01124528838162127710*a76(-1)+ 0.00003921928607852417*a77(-1)+ 0.01156229730720540957*a78(-1)+ 0.00004032489256188028*a79(-1)+ 0.01188824283410109574*a80(-1)+ 0.00004146166650946794*a81(-1)+ 0.01222337688847367938*a82(-1)+ 0.00004263048654387233*a83(-1)+ 0.01256795849838222671*a84(-1)+ 0.00004383225605638112*a85(-1)+ 0.01292225399398459935*a86(-1)+ 0.00004506790390522344*a87(-1)+ 0.01328653721338636864*a88(-1)+ 0.00004633838513349266*a89(-1)+ 0.01366108971429270263*a90(-1)+ 0.00004764468170730755*a91(-1); % equation 278
1.85952354136236119864*(x93)^-gamma =-0.00036058253183575921 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 1.81516780055419246764*(x95(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 279
x94 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at94-a94; % equation 280
at94 = 0 + 1.00000000000000000000*a92(-1); % equation 281
1.63799116168995917420*(x94)^-gamma =-0.00031500467946506122 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 1.60206604820922349219*(x96(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 282
x95 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at95-a95; % equation 283
at95 = 0 + 1.00000000000000000000*a93(-1); % equation 284
1.86661560891750255564*(x95)^-gamma =-0.00037381161434812314 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 1.82191358765029542965*(x97(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 285
x96 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at96-a96; % equation 286
at96 = 0 + 1.00000000000000000000*a94(-1); % equation 287
1.64747385403768142886*(x96)^-gamma =-0.00033204593001817168 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 1.61101086597596521166*(x98(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 288
x97 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at97-a97; % equation 289
at97 = 0 + 1.00000000000000000000*a95(-1); % equation 290
1.87355259374291405194*(x97)^-gamma =-0.00038564656646912639 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 1.82852319121315076700*(x99(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 291
x98 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at98-a98; % equation 292
at98 = 0 + 1.00000000000000000000*a96(-1); % equation 293
1.65667219727472270208*(x98)^-gamma =-0.00034852999089394262 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 1.61971475757662441985*(x100(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 294
x99 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at99-a99; % equation 295
at99 = 0 + 1.00000000000000000000*a97(-1); % equation 296
1.88034953514712799283*(x99)^-gamma =-0.00039861239674455253 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 1.83500917375136585186*(x101(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 297
x100 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at100-a100; % equation 298
at100 = 0 + 1.00000000000000000000*a98(-1); % equation 299
1.66562278570801014510*(x100)^-gamma =-0.00039021748167218027 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 1.62821455237754086909*(x102(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 300
x101 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at101-a101; % equation 301
at101 = 0 + 1.00000000000000000000*a99(-1); % equation 302
1.88701935170144441400*(x101)^-gamma =-0.00040876897875145987 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 1.84138040230167665534*(x103(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 303
x102 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at102-a102; % equation 304
at102 = 0 + 1.00000000000000000000*a100(-1); % equation 305
1.67436349256890881776*(x102)^-gamma =-0.00042054439779723072 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 1.63652847301991255513*(x104(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 306
x103 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at103-a103; % equation 307
at103 = 0 + 1.00000000000000000000*a101(-1); % equation 308
1.89357116176350048775*(x103)^-gamma =-0.00041597565255065648 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 1.84764403307663616083*(x105(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 309
x104 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at104-a104; % equation 310
at104 = 0 + 1.00000000000000000000*a102(-1); % equation 311
1.68291305698802995394*(x104)^-gamma =-0.00044297954886859405 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 1.64467159108179750149*(x106(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 312
x105 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at105-a105; % equation 313
at105 = 0 + 1.00000000000000000000*a103(-1); % equation 314
1.90001232437638156725*(x105)^-gamma =-0.00042098912533872847 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 1.85380627245972839923*(x107(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 315
x106 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at106-a106; % equation 316
at106 = 0 + 1.00000000000000000000*a104(-1); % equation 317
1.69128697772138125721*(x106)^-gamma =-0.00045977023235494038 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 1.65265678550716121897*(x108(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 318
x107 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at107-a107; % equation 319
at107 = 0 + 1.00000000000000000000*a105(-1); % equation 320
1.90634922183283395114*(x107)^-gamma =-0.00042432136122268801 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 1.85987253719116196748*(x109(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 321
x108 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at108-a108; % equation 322
at108 = 0 + 1.00000000000000000000*a106(-1); % equation 323
1.69949849874443725817*(x108)^-gamma =-0.00047237152506426796 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 1.66049500107382774772*(x110(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 324
x109 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at109-a109; % equation 325
at109 = 0 + 1.00000000000000000000*a107(-1); % equation 326
1.91258742440124795969*(x109)^-gamma =-0.00042633264518946324 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 1.86584759003799649513*(x111(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 327
x110 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at110-a110; % equation 328
at110 = 0 + 1.00000000000000000000*a108(-1); % equation 329
1.70755887504591918891*(x110)^-gamma =-0.00048175655409072335 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 1.66819556986837613799*(x112(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 330
x111 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at111-a111; % equation 331
at111 = 0 + 1.00000000000000000000*a109(-1); % equation 332
1.91873182984112156113*(x111)^-gamma =-0.00042728746996037090 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 1.87173566120682544067*(x113(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 333
x112 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at112-a112; % equation 334
at112 = 0 + 1.00000000000000000000*a110(-1); % equation 335
1.71547770321434445151*(x112)^-gamma =-0.00048861131712676432 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 2.29898929467329393717*(x114(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 336
x113 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at113-a113; % equation 337
at113 = 0 + 1.00000000000000000000*a111(-1); % equation 338
1.92478678825697580024*(x113)^-gamma =-0.00042738706444553901 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 2.29898929467329393717*(x114(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 339
x114 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at114-a114; % equation 340
at114 = 0 + 0.00014495160400000080*a112(-1)+ 0.02063481786633634268*a113(-1)+ 0.97243792020299990586*a114(-1)+ 0.00678231032666370449*a115(-1); % equation 341
2.36415019088660338653*(x114)^-gamma =-0.00027221910289840511 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 2.29898929467329393717*(x114(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 342
x115 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at115-a115; % equation 343
at115 = 0 + 1.00000000000000000000*a116(-1); % equation 344
3.28933007060859372572*(x115)^-gamma =-0.00011370250377779082 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 2.29898929467329393717*(x114(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 345
x116 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at116-a116; % equation 346
at116 = 0 + 1.00000000000000000000*a117(-1); % equation 347
3.29115055431984737666*(x116)^-gamma =-0.00011433997036680167 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 3.19866929272380762228*(x115(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 348
x117 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at117-a117; % equation 349
at117 = 0 + 1.00000000000000000000*a118(-1); % equation 350
3.29297037119498670066*(x117)^-gamma =-0.00011498248795302947 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 3.20043960011774286656*(x116(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 351
x118 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at118-a118; % equation 352
at118 = 0 + 1.00000000000000000000*a119(-1); % equation 353
3.29478955133075723793*(x118)^-gamma =-0.00011562986386285943 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 3.20220925905495334973*(x117(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 354
x119 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at119-a119; % equation 355
at119 = 0 + 1.00000000000000000000*a120(-1); % equation 356
3.29660811905282491452*(x119)^-gamma =-0.00011628185849580612 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 3.20397829880265661018*(x118(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 357
x120 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at120-a120; % equation 358
at120 = 0 + 1.00000000000000000000*a121(-1); % equation 359
3.29842609281027421275*(x120)^-gamma =-0.00011693817591833917 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 3.20574674301605266891*(x119(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 360
x121 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at121-a121; % equation 361
at121 = 0 + 1.00000000000000000000*a122(-1); % equation 362
3.30024348504510944835*(x121)^-gamma =-0.00011759845212650816 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 3.20751460963573009622*(x120(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 363
x122 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at122-a122; % equation 364
at122 = 0 + 1.00000000000000000000*a123(-1); % equation 365
3.30206030203201672535*(x122)^-gamma =-0.00011826224021301857 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 3.20928191076076663180*(x121(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 366
x123 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at123-a123; % equation 367
at123 = 0 + 1.00000000000000000000*a124(-1); % equation 368
3.30387654368178740327*(x123)^-gamma =-0.00011892899131373821 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 3.21104865249290405416*(x122(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 369
x124 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at124-a124; % equation 370
at124 = 0 + 1.00000000000000000000*a125(-1); % equation 371
3.30569220329951063420*(x124)^-gamma =-0.00011959802957088159 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 3.21281483474539308887*(x123(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 372
x125 = (1/(chi*taut))*l^(1+1/phi)*(2.08841133312665405697)^taut  + T + (1+r)*at125-a125; % equation 373
at125 = 0 + 0.02770600480199993804*a126(-1)+ 0.02693838209991149257*a127(-1)+ 0.02619202715609323523*a128(-1)+ 0.02546635072593239624*a129(-1)+ 0.02476077989043029559*a130(-1)+ 0.02407475760388476729*a131(-1)+ 0.02340774225410455212*a132(-1)+ 0.02275920723480835337*a133(-1)+ 0.02212864052987104091*a134(-1)+ 0.02151554430908869664*a135(-1)+ 0.02091943453514344409*a136(-1)+ 0.73413112885873110791*a137(-1); % equation 374
3.30750726728574129254*(x125)^-gamma =-0.00012026851810527950 + beta*(1+r(+1))*(+ 0.00035738468130257960*(x46(+1) )^-gamma+ 0.04359589504597281145*(x90(+1) )^-gamma+ 3.21458045100784861603*(x124(+1) )^-gamma+ 0.02101527503257546309*(x126(+1) )^-gamma); % equation 375
x126 = (1/(chi*taut))*l^(1+1/phi)*(5.45182737041481146889)^taut  + T + (1+r)*at126-a126; % equation 376
at126 = 0 + 0.00014495160400000080*a92(-1)+ 0.02063481786633634615*a93(-1)+ 0.00014095643632384963*a94(-1)+ 0.02006607936970782047*a95(-1)+ 0.00013707138377799089*a96(-1)+ 0.01951301648890699583*a97(-1)+ 0.00013329341136041672*a98(-1)+ 0.01897519717135956116*a99(-1)+ 0.00012961956772008655*a100(-1)+ 0.01845220127275873714*a101(-1)+ 0.00012604698285133286*a102(-1)+ 0.01794362022884865571*a103(-1)+ 0.00012257286585181331*a104(-1)+ 0.01744905673625406564*a105(-1)+ 0.00011919450274225866*a106(-1)+ 0.01696812444210704651*a107(-1)+ 0.00011590925434631277*a108(-1)+ 0.01650044764222826504*a109(-1)+ 0.00011271455422880893*a110(-1)+ 0.01604566098762694876*a111(-1)+ 0.00010960790669087120*a112(-1)+ 0.01560340919909036263*a113(-1)+ 0.73532739120482359940*a114(-1)+ 0.00512857268853322487*a115(-1)+ 0.00527393325782957601*a116(-1)+ 0.00542341382237400155*a117(-1)+ 0.00557713115634347629*a118(-1)+ 0.00573520534367811391*a119(-1)+ 0.00589775987189071049*a120(-1)+ 0.00606492172853515584*a121(-1)+ 0.00623682150040907705*a122(-1)+ 0.00641359347556820676*a123(-1)+ 0.00659537574823218162*a124(-1)+ 0.00678231032666370363*a125(-1); % equation 377
3.06612102083781890016*(x126)^-gamma =-0.00031157648656462966 + beta*(1+r(+1))*(+ 0.00094703654439264333*(x91(+1) )^-gamma+ 0.09067897114544917758*(x125(+1) )^-gamma+ 3.01106221569180965147*(x127(+1) )^-gamma); % equation 378
x127 = (1/(chi*taut))*l^(1+1/phi)*(5.45182737041481146889)^taut  + T + (1+r)*at127-a127; % equation 379
at127 = 0 + 1.00000000000000000000*a126(-1); % equation 380
3.09686394296678813021*(x127)^-gamma =-0.00032056642516360104 + beta*(1+r(+1))*(+ 0.00094703654439264333*(x91(+1) )^-gamma+ 0.09067897114544917758*(x125(+1) )^-gamma+ 3.04054444455634964584*(x128(+1) )^-gamma); % equation 381
x128 = (1/(chi*taut))*l^(1+1/phi)*(5.45182737041481146889)^taut  + T + (1+r)*at128-a128; % equation 382
at128 = 0 + 1.00000000000000000000*a127(-1); % equation 383
3.12718628272219945075*(x128)^-gamma =-0.00032901915095130349 + beta*(1+r(+1))*(+ 0.00094703654439264333*(x91(+1) )^-gamma+ 0.09067897114544917758*(x125(+1) )^-gamma+ 3.06964924022673413262*(x129(+1) )^-gamma); % equation 384
x129 = (1/(chi*taut))*l^(1+1/phi)*(5.45182737041481146889)^taut  + T + (1+r)*at129-a129; % equation 385
at129 = 0 + 1.00000000000000000000*a128(-1); % equation 386
3.15712043413538134828*(x129)^-gamma =-0.00033743602903304462 + beta*(1+r(+1))*(+ 0.00094703654439264333*(x91(+1) )^-gamma+ 0.09067897114544917758*(x125(+1) )^-gamma+ 3.09840314004091199607*(x130(+1) )^-gamma); % equation 387
x130 = (1/(chi*taut))*l^(1+1/phi)*(5.45182737041481146889)^taut  + T + (1+r)*at130-a130; % equation 388
at130 = 0 + 1.00000000000000000000*a129(-1); % equation 389
3.18669369073903085976*(x130)^-gamma =-0.00034570079812656603 + beta*(1+r(+1))*(+ 0.00094703654439264333*(x91(+1) )^-gamma+ 0.09067897114544917758*(x125(+1) )^-gamma+ 3.12682872083228025062*(x131(+1) )^-gamma); % equation 390
x131 = (1/(chi*taut))*l^(1+1/phi)*(5.45182737041481146889)^taut  + T + (1+r)*at131-a131; % equation 391
at131 = 0 + 1.00000000000000000000*a130(-1); % equation 392
3.21592927270472994650*(x131)^-gamma =-0.00035256321714002451 + beta*(1+r(+1))*(+ 0.00094703654439264333*(x91(+1) )^-gamma+ 0.09067897114544917758*(x125(+1) )^-gamma+ 3.15494455530892548012*(x132(+1) )^-gamma); % equation 393
x132 = (1/(chi*taut))*l^(1+1/phi)*(5.45182737041481146889)^taut  + T + (1+r)*at132-a132; % equation 394
at132 = 0 + 1.00000000000000000000*a131(-1); % equation 395
3.24484628197919278136*(x132)^-gamma =-0.00035750718179071000 + beta*(1+r(+1))*(+ 0.00094703654439264333*(x91(+1) )^-gamma+ 0.09067897114544917758*(x125(+1) )^-gamma+ 3.18276626516368255082*(x133(+1) )^-gamma); % equation 396
x133 = (1/(chi*taut))*l^(1+1/phi)*(5.45182737041481146889)^taut  + T + (1+r)*at133-a133; % equation 397
at133 = 0 + 1.00000000000000000000*a132(-1); % equation 398
3.27346078540322293904*(x133)^-gamma =-0.00036082347390476973 + beta*(1+r(+1))*(+ 0.00094703654439264333*(x91(+1) )^-gamma+ 0.09067897114544917758*(x125(+1) )^-gamma+ 3.21030758451319897517*(x134(+1) )^-gamma); % equation 399
x134 = (1/(chi*taut))*l^(1+1/phi)*(5.45182737041481146889)^taut  + T + (1+r)*at134-a134; % equation 400
at134 = 0 + 1.00000000000000000000*a133(-1); % equation 401
3.30178690845400657494*(x134)^-gamma =-0.00036284356502428621 + beta*(1+r(+1))*(+ 0.00094703654439264333*(x91(+1) )^-gamma+ 0.09067897114544917758*(x125(+1) )^-gamma+ 3.23758078738394239338*(x135(+1) )^-gamma); % equation 402
x135 = (1/(chi*taut))*l^(1+1/phi)*(5.45182737041481146889)^taut  + T + (1+r)*at135-a135; % equation 403
at135 = 0 + 1.00000000000000000000*a134(-1); % equation 404
3.32983727491254821729*(x135)^-gamma =-0.00036381979717120874 + beta*(1+r(+1))*(+ 0.00094703654439264333*(x91(+1) )^-gamma+ 0.09067897114544917758*(x125(+1) )^-gamma+ 3.26459693039515697066*(x136(+1) )^-gamma); % equation 405
x136 = (1/(chi*taut))*l^(1+1/phi)*(5.45182737041481146889)^taut  + T + (1+r)*at136-a136; % equation 406
at136 = 0 + 1.00000000000000000000*a135(-1); % equation 407
3.35762325646200032736*(x136)^-gamma =-0.00036394788938905171 + beta*(1+r(+1))*(+ 0.00094703654439264333*(x91(+1) )^-gamma+ 0.09067897114544917758*(x125(+1) )^-gamma+ 4.05375306194561702000*(x137(+1) )^-gamma); % equation 408
x137 = (1/(chi*taut))*l^(1+1/phi)*(5.45182737041481146889)^taut  + T + (1+r)*at137-a137; % equation 409
at137 = 0 + 0.02770600480199993110*a136(-1)+ 0.97229399519799997176*a137(-1); % equation 410
4.16926678758321678231*(x137)^-gamma =-0.00027147944643767208 + beta*(1+r(+1))*(+ 0.00094703654439264333*(x91(+1) )^-gamma+ 0.09067897114544917758*(x125(+1) )^-gamma+ 4.05375306194561702000*(x137(+1) )^-gamma); % equation 411
x138 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at138-a138; % equation 412
at138 = 0 + 0.96059997999999990892*a138(-1)+ 0.03881196000000016605*a139(-1)+ 0.00058806000000000374*a140(-1); % equation 413
a138 =  2.10017173894216657715; % equation 414
x139 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at139-a139; % equation 415
at139 = 0 + 1.00000000000000000000*a141(-1); % equation 416
a139 =  3.03599295848454664437; % equation 417
x140 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at140-a140; % equation 418
at140 = 0 + 1.00000000000000000000*a142(-1); % equation 419
1.73443091944326588383*(x140)^-gamma =0.00482667392709262844 + beta*(1+r(+1))*(+ 1.03972248161554947643*(x138(+1) )^-gamma+ 0.03400798817655455858*(x161(+1) )^-gamma+ 0.00056468994489374392*(x195(+1) )^-gamma); % equation 420
x141 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at141-a141; % equation 421
at141 = 0 + 1.00000000000000000000*a143(-1); % equation 422
a141 =  3.08835730548710518661; % equation 423
x142 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at142-a142; % equation 424
at142 = 0 + 1.00000000000000000000*a144(-1); % equation 425
1.71524105382358227345*(x142)^-gamma =0.00209317878366932367 + beta*(1+r(+1))*(+ 1.66609430652858270250*(x140(+1) )^-gamma+ 0.03400798817655455858*(x161(+1) )^-gamma+ 0.00056468994489374392*(x195(+1) )^-gamma); % equation 426
x143 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at143-a143; % equation 427
at143 = 0 + 1.00000000000000000000*a145(-1); % equation 428
a143 =  3.14147755448183962912; % equation 429
x144 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at144-a144; % equation 430
at144 = 0 + 1.00000000000000000000*a146(-1); % equation 431
1.69664194645120680605*(x144)^-gamma =-0.00035429386973923088 + beta*(1+r(+1))*(+ 1.64766052199811197099*(x142(+1) )^-gamma+ 0.03400798817655455858*(x161(+1) )^-gamma+ 0.00056468994489374392*(x195(+1) )^-gamma); % equation 432
x145 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at145-a145; % equation 433
at145 = 0 + 1.00000000000000000000*a147(-1); % equation 434
a145 =  3.19536131512583532199; % equation 435
x146 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at146-a146; % equation 436
at146 = 0 + 1.00000000000000000000*a148(-1); % equation 437
1.67865011639661121379*(x146)^-gamma =-0.00250231297638503622 + beta*(1+r(+1))*(+ 1.62979421982819028258*(x144(+1) )^-gamma+ 0.03400798817655455858*(x161(+1) )^-gamma+ 0.00056468994489374392*(x195(+1) )^-gamma); % equation 438
x147 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at147-a147; % equation 439
at147 = 0 + 1.00000000000000000000*a149(-1); % equation 440
a147 =  3.25001610735897905613; % equation 441
x148 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at148-a148; % equation 442
at148 = 0 + 1.00000000000000000000*a150(-1); % equation 443
1.66128516763355738028*(x148)^-gamma =-0.00433421332399967947 + beta*(1+r(+1))*(+ 1.61251126823758217377*(x146(+1) )^-gamma+ 0.03400798817655455858*(x161(+1) )^-gamma+ 0.00056468994489374392*(x195(+1) )^-gamma); % equation 444
x149 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at149-a149; % equation 445
at149 = 0 + 1.00000000000000000000*a151(-1); % equation 446
a149 =  3.30544934910834919961; % equation 447
x150 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at150-a150; % equation 448
at150 = 0 + 1.00000000000000000000*a152(-1); % equation 449
1.64457032472463660078*(x150)^-gamma =-0.00582942055944651958 + beta*(1+r(+1))*(+ 1.59583049880309180146*(x148(+1) )^-gamma+ 0.03400798817655455858*(x161(+1) )^-gamma+ 0.00056468994489374392*(x195(+1) )^-gamma); % equation 450
x151 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at151-a151; % equation 451
at151 = 0 + 1.00000000000000000000*a153(-1); % equation 452
a151 =  3.36166834288355120819; % equation 453
x152 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at152-a152; % equation 454
at152 = 0 + 1.00000000000000000000*a154(-1); % equation 455
1.62853294071690224420*(x152)^-gamma =-0.00696375802352617451 + beta*(1+r(+1))*(+ 1.57977422103907927387*(x150(+1) )^-gamma+ 0.03400798817655455858*(x161(+1) )^-gamma+ 0.00056468994489374392*(x195(+1) )^-gamma); % equation 456
x153 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at153-a153; % equation 457
at153 = 0 + 1.00000000000000000000*a155(-1); % equation 458
a153 =  3.41868026046031303622; % equation 459
x154 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at154-a154; % equation 460
at154 = 0 + 1.00000000000000000000*a156(-1); % equation 461
1.61320554860008358311*(x154)^-gamma =-0.00770561417208400021 + beta*(1+r(+1))*(+ 1.56436871028199742106*(x152(+1) )^-gamma+ 0.03400798817655455858*(x161(+1) )^-gamma+ 0.00056468994489374392*(x195(+1) )^-gamma); % equation 462
x155 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at155-a155; % equation 463
at155 = 0 + 1.00000000000000000000*a157(-1); % equation 464
a155 =  3.47649212385744155185; % equation 465
x156 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at156-a156; % equation 466
at156 = 0 + 1.00000000000000000000*a158(-1); % equation 467
1.59863142418617432128*(x156)^-gamma =-0.00798400734245994885 + beta*(1+r(+1))*(+ 1.54964521772112906461*(x154(+1) )^-gamma+ 0.03400798817655455858*(x161(+1) )^-gamma+ 0.00056468994489374392*(x195(+1) )^-gamma); % equation 468
x157 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at157-a157; % equation 469
at157 = 0 + 1.00000000000000000000*a159(-1); % equation 470
a157 =  3.53511077650448957144; % equation 471
x158 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at158-a158; % equation 472
at158 = 0 + 1.00000000000000000000*a160(-1); % equation 473
1.58483851793835905930*(x158)^-gamma =-0.00791170873824371783 + beta*(1+r(+1))*(+ 1.53564531410061033689*(x156(+1) )^-gamma+ 0.03400798817655455858*(x161(+1) )^-gamma+ 0.00056468994489374392*(x195(+1) )^-gamma); % equation 474
x159 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at159-a159; % equation 475
at159 = 0 + 0.00970298999999997733*a161(-1)+ 0.00932351605517967898*a162(-1)+ 0.00895888294548313931*a163(-1)+ 0.00860851026113472820*a164(-1)+ 0.00827184029158731585*a165(-1)+ 0.00794833713777883671*a166(-1)+ 0.00763748585910755881*a167(-1)+ 0.00733879165376829547*a168(-1)+ 0.00705177907114482114*a169(-1)+ 0.00677599125500479016*a170(-1)+ 0.00651098921629254639*a171(-1)+ 0.64478589943535447038*a172(-1)+ 0.01953496060547895916*a173(-1)+ 0.00019730941381560418*a174(-1)+ 0.02033004783641175275*a175(-1)+ 0.00020534005173885765*a176(-1)+ 0.02115749570105962193*a177(-1)+ 0.00021369754251827872*a178(-1)+ 0.02201862130096024148*a179(-1)+ 0.00022239518930495034*a180(-1)+ 0.02291479534465030998*a181(-1)+ 0.00023144683669796599*a182(-1)+ 0.02384744432950977946*a183(-1)+ 0.00024086689278176112*a184(-1)+ 0.02481805281240868563*a185(-1)+ 0.00025067035206037996*a186(-1)+ 0.02582816577277101400*a187(-1)+ 0.00026087281932518402*a188(-1)+ 0.02687939107181697498*a189(-1)+ 0.00027149053449399360*a190(-1)+ 0.02797340201189824418*a191(-1)+ 0.00028254039846120068*a192(-1)+ 0.02911194000000004445*a193(-1)+ 0.00029404000000000073*a194(-1); % equation 476
a159 =  3.59454280259285674504; % equation 477
x160 = (1/(chi*taut))*l^(1+1/phi)*(0.26804523162564741767)^taut  + T + (1+r)*at160-a160; % equation 478
at160 = 0 + 0.00009800999999999980*a195(-1)+ 0.01940796000000000188*a196(-1)+ 0.00009418643976059980*a197(-1)+ 0.01865081782895760057*a198(-1)+ 0.00009051204402384569*a199(-1)+ 0.01792321324286337558*a200(-1)+ 0.00008698099359311005*a201(-1)+ 0.01722399392322558620*a202(-1)+ 0.00008358769628991526*a203(-1)+ 0.01655205250573234602*a204(-1)+ 0.00008032677809751486*a205(-1)+ 0.01590632482650186641*a206(-1)+ 0.00007719307464998131*a207(-1)+ 0.01528578823674986431*a208(-1)+ 0.00007418162305332073*a209(-1)+ 0.01468945998320507311*a210(-1)+ 0.00007128765402566197*a211(-1)+ 0.01411639565170787550*a212(-1)+ 0.00006850658434407210*a213(-1)+ 0.01356568767152718791*a214(-1)+ 0.00006583400958603621*a215(-1)+ 0.01303646387802683167*a216(-1)+ 0.64550247070815702788*a217(-1)+ 0.01303646387802684208*a218(-1)+ 0.00006583400958603657*a219(-1)+ 0.01356568767152720005*a220(-1)+ 0.00006850658434407245*a221(-1)+ 0.01411639565170788937*a222(-1)+ 0.00007128765402566235*a223(-1)+ 0.01468945998320508699*a224(-1)+ 0.00007418162305332113*a225(-1)+ 0.01528578823674987819*a226(-1)+ 0.00007719307464998174*a227(-1)+ 0.01590632482650187682*a228(-1)+ 0.00008032677809751534*a229(-1)+ 0.01655205250573235642*a230(-1)+ 0.00008358769628991575*a231(-1)+ 0.01722399392322560008*a232(-1)+ 0.00008698099359311056*a233(-1)+ 0.01792321324286338946*a234(-1)+ 0.00009051204402384619*a235(-1)+ 0.01865081782895761445*a236(-1)+ 0.00009418643976060034*a237(-1)+ 0.01940796000000001575*a238(-1)+ 0.00009801000000000036*a239(-1); % equation 479
1.57180671670235683202*(x160)^-gamma =-0.00782786232818107400 + beta*(1+r(+1))*(+ 1.52239584863481725030*(x158(+1) )^-gamma+ 0.03400798817655455858*(x161(+1) )^-gamma+ 0.00056468994489374392*(x195(+1) )^-gamma); % equation 480
x161 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at161-a161; % equation 481
at161 = 0 + 0.64264081668510719680*a138(-1)+ 0.02596517821242284862*a139(-1)+ 0.00039341179109731659*a140(-1)+ 0.02703016734647741004*a141(-1)+ 0.00040954799009814324*a142(-1)+ 0.02813883813164081912*a143(-1)+ 0.00042634603229758895*a144(-1)+ 0.02929298221684412465*a145(-1)+ 0.00044383306389157842*a146(-1)+ 0.03049446473738644942*a147(-1)+ 0.00046203734450585607*a148(-1)+ 0.03174522732905580430*a149(-1)+ 0.00048098829286448257*a150(-1)+ 0.03304729126587718779*a151(-1)+ 0.00050071653433147339*a152(-1)+ 0.03440276072655882450*a153(-1)+ 0.00052125395040240733*a154(-1)+ 0.03581382619491500080*a155(-1)+ 0.00054263373022598574*a156(-1)+ 0.03728276799976094208*a157(-1)+ 0.00056489042423880313*a158(-1)+ 0.03881196000000015911*a159(-1)+ 0.00058806000000000331*a160(-1); % equation 482
0.87622444670546217882*(x161)^-gamma =0.02558181007693503470 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 0.83688808329846542389*(x162(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 483
x162 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at162-a162; % equation 484
at162 = 0 + 1.00000000000000000000*a161(-1); % equation 485
0.87095004237729789498*(x162)^-gamma =0.02604812599834894354 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 0.83178454755590613967*(x163(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 486
x163 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at163-a163; % equation 487
at163 = 0 + 1.00000000000000000000*a162(-1); % equation 488
0.86563878898516322113*(x163)^-gamma =0.02643472242133056843 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 0.82665003787319280004*(x164(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 489
x164 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at164-a164; % equation 490
at164 = 0 + 1.00000000000000000000*a163(-1); % equation 491
0.86029530099078233008*(x164)^-gamma =0.02681720503763098881 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 0.82148230262234933630*(x165(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 492
x165 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at165-a165; % equation 493
at165 = 0 + 1.00000000000000000000*a164(-1); % equation 494
0.85491723512326822654*(x165)^-gamma =0.02719968171537068616 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 0.81627862569411968607*(x166(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 495
x166 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at166-a166; % equation 496
at166 = 0 + 1.00000000000000000000*a165(-1); % equation 497
a166 =  2.32326365584098359918; % equation 498
x167 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at167-a167; % equation 499
at167 = 0 + 1.00000000000000000000*a166(-1); % equation 500
a167 =  2.28699392289991187965; % equation 501
x168 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at168-a168; % equation 502
at168 = 0 + 1.00000000000000000000*a167(-1); % equation 503
a168 =  2.25119560286994158105; % equation 504
x169 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at169-a169; % equation 505
at169 = 0 + 1.00000000000000000000*a168(-1); % equation 506
a169 =  2.21586429660844252965; % equation 507
x170 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at170-a170; % equation 508
at170 = 0 + 1.00000000000000000000*a169(-1); % equation 509
a170 =  2.18099560391305491436; % equation 510
x171 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at171-a171; % equation 511
at171 = 0 + 1.00000000000000000000*a170(-1); % equation 512
a171 =  2.14658512511288313007; % equation 513
x172 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at172-a172; % equation 514
at172 = 0 + 0.00970298999999998080*a171(-1)+ 0.96089102999999997934*a172(-1)+ 0.02911194000000004445*a173(-1)+ 0.00029404000000000084*a174(-1); % equation 515
0.93748779777615298681*(x172)^-gamma =0.01688336977325404636 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 0.90082361561755930346*(x172(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 516
x173 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at173-a173; % equation 517
at173 = 0 + 1.00000000000000000000*a175(-1); % equation 518
1.15585547027877422188*(x173)^-gamma =-0.00135661633273105923 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 0.90082361561755930346*(x172(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 519
x174 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at174-a174; % equation 520
at174 = 0 + 1.00000000000000000000*a176(-1); % equation 521
1.51911714098816741370*(x174)^-gamma =-0.00193578139650149692 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 0.90082361561755930346*(x172(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 522
x175 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at175-a175; % equation 523
at175 = 0 + 1.00000000000000000000*a177(-1); % equation 524
1.16031360816651796242*(x175)^-gamma =-0.00155409590973013163 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 1.11065115336730579898*(x173(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 525
x176 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at176-a176; % equation 526
at176 = 0 + 1.00000000000000000000*a178(-1); % equation 527
1.52414882130312312469*(x176)^-gamma =-0.00192623224116008837 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 1.45970603429477541191*(x174(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 528
x177 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at177-a177; % equation 529
at177 = 0 + 1.00000000000000000000*a179(-1); % equation 530
1.16488356870470610716*(x177)^-gamma =-0.00172820824030755420 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 1.11493493807414179031*(x175(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 531
x178 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at178-a178; % equation 532
at178 = 0 + 1.00000000000000000000*a180(-1); % equation 533
1.52934853864872644102*(x178)^-gamma =-0.00191612707295553820 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 1.46454093077524394317*(x176(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 534
x179 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at179-a179; % equation 535
at179 = 0 + 1.00000000000000000000*a181(-1); % equation 536
1.16956593631421901236*(x179)^-gamma =-0.00187813291132543831 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 1.11932617216274077343*(x177(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 537
x180 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at180-a180; % equation 538
at180 = 0 + 1.00000000000000000000*a182(-1); % equation 539
1.53471159236593623909*(x180)^-gamma =-0.00190563478784208412 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 1.46953729253116960329*(x178(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 540
x181 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at181-a181; % equation 541
at181 = 0 + 1.00000000000000000000*a183(-1); % equation 542
1.17436145004087566512*(x181)^-gamma =-0.00200289380286467139 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 1.12382541719788431323*(x179(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 543
x182 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at182-a182; % equation 544
at182 = 0 + 1.00000000000000000000*a184(-1); % equation 545
1.54023342549564956627*(x182)^-gamma =-0.00189487496719084147 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 1.47469060274144458944*(x180(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 546
x183 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at183-a183; % equation 547
at183 = 0 + 1.00000000000000000000*a185(-1); % equation 548
1.17927103207987316047*(x183)^-gamma =-0.00210129909302789230 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 1.12843338332207054897*(x181(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 549
x184 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at184-a184; % equation 550
at184 = 0 + 1.00000000000000000000*a186(-1); % equation 551
1.54590962965961242759*(x184)^-gamma =-0.00188391612159424793 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 1.47999648266494299165*(x182(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 552
x185 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at185-a185; % equation 553
at185 = 0 + 1.00000000000000000000*a187(-1); % equation 554
1.18429582969309543650*(x185)^-gamma =-0.00217184815699220666 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 1.13315095666439225042*(x183(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 555
x186 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at186-a186; % equation 556
at186 = 0 + 1.00000000000000000000*a188(-1); % equation 557
1.55173594757534538680*(x186)^-gamma =-0.00187278775527262254 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 1.48545069633054360736*(x184(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 558
x187 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at187-a187; % equation 559
at187 = 0 + 1.00000000000000000000*a189(-1); % equation 560
1.18943723143150825727*(x187)^-gamma =-0.00221290490519379223 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 1.13797923961850311336*(x185(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 561
x188 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at188-a188; % equation 562
at188 = 0 + 1.00000000000000000000*a190(-1); % equation 563
1.55770827086664986894*(x188)^-gamma =-0.00186150380458154291 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 1.49104915295369955253*(x186(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 564
x189 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at189-a189; % equation 565
at189 = 0 + 1.00000000000000000000*a191(-1); % equation 566
1.19469649893454610279*(x189)^-gamma =-0.00222529087792474678 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 1.14291956643057024401*(x187(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 567
x190 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at190-a190; % equation 568
at190 = 0 + 1.00000000000000000000*a192(-1); % equation 569
1.56382263532273779738*(x190)^-gamma =-0.00185007570372385378 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 1.49678790483257406763*(x188(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 570
x191 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at191-a191; % equation 571
at191 = 0 + 1.00000000000000000000*a193(-1); % equation 572
1.20007200363490440509*(x191)^-gamma =-0.00222831509799893430 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 1.14797314939860983785*(x189(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 573
x192 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at192-a192; % equation 574
at192 = 0 + 1.00000000000000000000*a194(-1); % equation 575
1.57007521588450238426*(x192)^-gamma =-0.00183851458003486223 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 1.50266314279257984232*(x190(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 576
x193 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at193-a193; % equation 577
at193 = 0 + 0.00009800999999999980*a195(-1)+ 0.01940796000000000188*a196(-1)+ 0.00009418643976059981*a197(-1)+ 0.01865081782895760404*a198(-1)+ 0.00009051204402384569*a199(-1)+ 0.01792321324286337558*a200(-1)+ 0.00008698099359311006*a201(-1)+ 0.01722399392322558620*a202(-1)+ 0.00008358769628991526*a203(-1)+ 0.01655205250573234602*a204(-1)+ 0.00008032677809751488*a205(-1)+ 0.01590632482650186641*a206(-1)+ 0.00007719307464998132*a207(-1)+ 0.01528578823674986605*a208(-1)+ 0.00007418162305332073*a209(-1)+ 0.01468945998320507138*a210(-1)+ 0.00007128765402566198*a211(-1)+ 0.01411639565170787723*a212(-1)+ 0.00006850658434407210*a213(-1)+ 0.01356568767152718791*a214(-1)+ 0.00006583400958603622*a215(-1)+ 0.01303646387802683167*a216(-1)+ 0.64550247070815702788*a217(-1)+ 0.01303646387802684034*a218(-1)+ 0.00006583400958603656*a219(-1)+ 0.01356568767152720005*a220(-1)+ 0.00006850658434407246*a221(-1)+ 0.01411639565170789111*a222(-1)+ 0.00007128765402566235*a223(-1)+ 0.01468945998320508525*a224(-1)+ 0.00007418162305332113*a225(-1)+ 0.01528578823674987645*a226(-1)+ 0.00007719307464998174*a227(-1)+ 0.01590632482650188029*a228(-1)+ 0.00008032677809751534*a229(-1)+ 0.01655205250573235989*a230(-1)+ 0.00008358769628991574*a231(-1)+ 0.01722399392322560008*a232(-1)+ 0.00008698099359311056*a233(-1)+ 0.01792321324286338946*a234(-1)+ 0.00009051204402384619*a235(-1)+ 0.01865081782895761792*a236(-1)+ 0.00009418643976060035*a237(-1)+ 0.01940796000000001575*a238(-1)+ 0.00009801000000000036*a239(-1); % equation 578
1.20556089378285702374*(x193)^-gamma =-0.00223049351210126510 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 1.15313842364690710696*(x191(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 579
x194 = (1/(chi*taut))*l^(1+1/phi)*(0.51773084863242158082)^taut  + T + (1+r)*at194-a194; % equation 580
at194 = 0 + 0.00029404000000000030*a240(-1)+ 0.02911194000000002016*a241(-1)+ 0.00028254039846120030*a242(-1)+ 0.02797340201189821990*a243(-1)+ 0.00027149053449399316*a244(-1)+ 0.02687939107181695417*a245(-1)+ 0.00026087281932518359*a246(-1)+ 0.02582816577277099318*a247(-1)+ 0.00025067035206037958*a248(-1)+ 0.02481805281240866828*a249(-1)+ 0.00024086689278176075*a250(-1)+ 0.02384744432950976212*a251(-1)+ 0.00023144683669796567*a252(-1)+ 0.02291479534465029264*a253(-1)+ 0.00022239518930494999*a254(-1)+ 0.02201862130096022413*a255(-1)+ 0.00021369754251827837*a256(-1)+ 0.02115749570105960806*a257(-1)+ 0.00020534005173885732*a258(-1)+ 0.02033004783641173888*a259(-1)+ 0.00019730941381560389*a260(-1)+ 0.01953496060547894528*a261(-1)+ 0.64478589943535458140*a262(-1)+ 0.00651098921629258021*a263(-1)+ 0.00677599125500482572*a264(-1)+ 0.00705177907114485844*a265(-1)+ 0.00733879165376833363*a266(-1)+ 0.00763748585910759697*a267(-1)+ 0.00794833713777887661*a268(-1)+ 0.00827184029158735748*a269(-1)+ 0.00860851026113476983*a270(-1)+ 0.00895888294548318441*a271(-1)+ 0.00932351605517972581*a272(-1)+ 0.00970299000000002763*a273(-1); % equation 581
1.57646232181378498360*(x194)^-gamma =-0.00182683125717544924 + beta*(1+r(+1))*(+ 0.01281347401864758699*(x159(+1) )^-gamma+ 1.50867119136873184537*(x192(+1) )^-gamma+ 0.03038900141692630827*(x196(+1) )^-gamma+ 0.00037254239545489839*(x240(+1) )^-gamma); % equation 582
x195 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at195-a195; % equation 583
at195 = 0 + 0.64264081668510719680*a138(-1)+ 0.02596517821242284862*a139(-1)+ 0.00039341179109731659*a140(-1)+ 0.02703016734647740657*a141(-1)+ 0.00040954799009814324*a142(-1)+ 0.02813883813164081912*a143(-1)+ 0.00042634603229758889*a144(-1)+ 0.02929298221684412465*a145(-1)+ 0.00044383306389157842*a146(-1)+ 0.03049446473738644942*a147(-1)+ 0.00046203734450585607*a148(-1)+ 0.03174522732905579736*a149(-1)+ 0.00048098829286448257*a150(-1)+ 0.03304729126587718779*a151(-1)+ 0.00050071653433147339*a152(-1)+ 0.03440276072655881756*a153(-1)+ 0.00052125395040240722*a154(-1)+ 0.03581382619491500080*a155(-1)+ 0.00054263373022598574*a156(-1)+ 0.03728276799976094208*a157(-1)+ 0.00056489042423880313*a158(-1)+ 0.03881196000000015217*a159(-1)+ 0.00058806000000000331*a160(-1); % equation 584
0.96025906352029199997*(x195)^-gamma =-0.00020297771596636157 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 0.92353902478045091229*(x197(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 585
x196 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at196-a196; % equation 586
at196 = 0 + 0.00970298999999997906*a161(-1)+ 0.00932351605517967898*a162(-1)+ 0.00895888294548313931*a163(-1)+ 0.00860851026113472646*a164(-1)+ 0.00827184029158731585*a165(-1)+ 0.00794833713777883671*a166(-1)+ 0.00763748585910755708*a167(-1)+ 0.00733879165376829547*a168(-1)+ 0.00705177907114482028*a169(-1)+ 0.00677599125500479016*a170(-1)+ 0.00651098921629254552*a171(-1)+ 0.64478589943535435935*a172(-1)+ 0.01953496060547895916*a173(-1)+ 0.00019730941381560416*a174(-1)+ 0.02033004783641175275*a175(-1)+ 0.00020534005173885765*a176(-1)+ 0.02115749570105962193*a177(-1)+ 0.00021369754251827872*a178(-1)+ 0.02201862130096024148*a179(-1)+ 0.00022239518930495034*a180(-1)+ 0.02291479534465030998*a181(-1)+ 0.00023144683669796599*a182(-1)+ 0.02384744432950977946*a183(-1)+ 0.00024086689278176110*a184(-1)+ 0.02481805281240868563*a185(-1)+ 0.00025067035206037996*a186(-1)+ 0.02582816577277101400*a187(-1)+ 0.00026087281932518402*a188(-1)+ 0.02687939107181697498*a189(-1)+ 0.00027149053449399360*a190(-1)+ 0.02797340201189824418*a191(-1)+ 0.00028254039846120074*a192(-1)+ 0.02911194000000004098*a193(-1)+ 0.00029404000000000073*a194(-1); % equation 587
1.04386727291023140296*(x196)^-gamma =-0.00026140148877355947 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.00282741310987866257*(x198(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 588
x197 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at197-a197; % equation 589
at197 = 0 + 1.00000000000000000000*a195(-1); % equation 590
0.96103069665657536724*(x197)^-gamma =-0.00020952729411871358 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 0.92411093136062760767*(x199(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 591
x198 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at198-a198; % equation 592
at198 = 0 + 1.00000000000000000000*a196(-1); % equation 593
1.04353784906534485799*(x198)^-gamma =-0.00026559697297905903 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.00241072204671199941*(x200(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 594
x199 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at199-a199; % equation 595
at199 = 0 + 1.00000000000000000000*a197(-1); % equation 596
0.96162582015912623223*(x199)^-gamma =-0.00022676382924484339 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 0.92456771487801236997*(x201(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 597
x200 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at200-a200; % equation 598
at200 = 0 + 1.00000000000000000000*a198(-1); % equation 599
1.04310424215542485449*(x200)^-gamma =-0.00027579835441850637 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.00192605656938105163*(x202(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 600
x201 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at201-a201; % equation 601
at201 = 0 + 1.00000000000000000000*a199(-1); % equation 602
0.96210114710271465999*(x201)^-gamma =-0.00024755356005723010 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 0.92493721438329290496*(x203(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 603
x202 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at202-a202; % equation 604
at202 = 0 + 1.00000000000000000000*a200(-1); % equation 605
1.04259990136545610540*(x202)^-gamma =-0.00028757553531952876 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.00138995291536203602*(x204(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 606
x203 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at203-a203; % equation 607
at203 = 0 + 1.00000000000000000000*a201(-1); % equation 608
0.96248564668253300258*(x203)^-gamma =-0.00026028044138431109 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 0.92523390493680823798*(x205(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 609
x204 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at204-a204; % equation 610
at204 = 0 + 1.00000000000000000000*a202(-1); % equation 611
1.04204203423231089864*(x204)^-gamma =-0.00029460194842564821 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.00081114169854301643*(x206(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 612
x205 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at205-a205; % equation 613
at205 = 0 + 1.00000000000000000000*a203(-1); % equation 614
0.96279438158348007448*(x205)^-gamma =-0.00026863724122718570 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 0.92546797067464736664*(x207(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 615
x206 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at206-a206; % equation 616
at206 = 0 + 1.00000000000000000000*a204(-1); % equation 617
1.04143972579486887575*(x206)^-gamma =-0.00029902354653294123 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.00019584461643940010*(x208(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 618
x207 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at207-a207; % equation 619
at207 = 0 + 1.00000000000000000000*a205(-1); % equation 620
0.96303794937332243276*(x207)^-gamma =-0.00027421320452547174 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 0.92564709386416910153*(x209(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 621
x208 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at208-a208; % equation 622
at208 = 0 + 1.00000000000000000000*a206(-1); % equation 623
1.04079945032453302645*(x208)^-gamma =-0.00030177536770171516 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 0.99954879974815091792*(x210(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 624
x209 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at209-a209; % equation 625
at209 = 0 + 1.00000000000000000000*a207(-1); % equation 626
0.96322434418609637063*(x209)^-gamma =-0.00027787100193586494 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 0.92577732457887473849*(x211(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 627
x210 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at210-a210; % equation 628
at210 = 0 + 1.00000000000000000000*a208(-1); % equation 629
1.04012613824582889066*(x210)^-gamma =-0.00030336973895845362 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 0.99887376749889389416*(x212(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 630
x211 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at211-a211; % equation 631
at211 = 0 + 1.00000000000000000000*a209(-1); % equation 632
0.96335986170200149648*(x211)^-gamma =-0.00028014416506215835 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 0.92586357509928873810*(x213(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 633
x212 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at212-a212; % equation 634
at212 = 0 + 1.00000000000000000000*a210(-1); % equation 635
1.03942370262008654258*(x212)^-gamma =-0.00030412564401759319 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 0.99817382110876151646*(x214(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 636
x213 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at213-a213; % equation 637
at213 = 0 + 1.00000000000000000000*a211(-1); % equation 638
0.96344961361880887551*(x213)^-gamma =-0.00028138729706181012 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 0.92590992727846777033*(x215(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 639
x214 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at214-a214; % equation 640
at214 = 0 + 1.00000000000000000000*a212(-1); % equation 641
1.03869534144759456673*(x214)^-gamma =-0.00030425621155940382 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 0.99745152859876418106*(x216(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 642
x215 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at215-a215; % equation 643
at215 = 0 + 1.00000000000000000000*a213(-1); % equation 644
0.96349784749507472181*(x215)^-gamma =-0.00028184723562979009 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.13470691906407772365*(x217(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 645
x216 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at216-a216; % equation 646
at216 = 0 + 1.00000000000000000000*a214(-1); % equation 647
1.03794372699985903985*(x216)^-gamma =-0.00030391046943061315 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.13470691906407772365*(x217(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 648
x217 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at217-a217; % equation 649
at217 = 0 + 0.00009800999999999983*a215(-1)+ 0.01940795999999999841*a216(-1)+ 0.96098805999999992178*a217(-1)+ 0.01940796000000001229*a218(-1)+ 0.00009801000000000033*a219(-1); % equation 650
1.18077108998011670593*(x217)^-gamma =-0.00034444429751634062 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.13470691906407772365*(x217(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 651
x218 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at218-a218; % equation 652
at218 = 0 + 1.00000000000000000000*a220(-1); % equation 653
1.43384477537399224190*(x218)^-gamma =-0.00045435634230835869 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.13470691906407772365*(x217(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 654
x219 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at219-a219; % equation 655
at219 = 0 + 1.00000000000000000000*a221(-1); % equation 656
1.84484416749393220769*(x219)^-gamma =-0.00049682932593854933 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.13470691906407772365*(x217(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 657
x220 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at220-a220; % equation 658
at220 = 0 + 1.00000000000000000000*a222(-1); % equation 659
1.43777750267462867129*(x220)^-gamma =-0.00045519547954818397 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.37790770902778869633*(x218(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 660
x221 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at221-a221; % equation 661
at221 = 0 + 1.00000000000000000000*a223(-1); % equation 662
1.85070981935172507171*(x221)^-gamma =-0.00049653064844036587 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.77287321752230897509*(x219(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 663
x222 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at222-a222; % equation 664
at222 = 0 + 1.00000000000000000000*a224(-1); % equation 665
1.44173091147309850868*(x222)^-gamma =-0.00045602386840062204 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.38168701300693630429*(x220(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 666
x223 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at223-a223; % equation 667
at223 = 0 + 1.00000000000000000000*a225(-1); % equation 668
1.85660170380180189476*(x223)^-gamma =-0.00049621968259584779 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.77851003892176473542*(x221(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 669
x224 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at224-a224; % equation 670
at224 = 0 + 1.00000000000000000000*a226(-1); % equation 671
1.44570500336817553411*(x224)^-gamma =-0.00045684142504145661 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.38548619165856479185*(x222(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 672
x225 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at225-a225; % equation 673
at225 = 0 + 1.00000000000000000000*a227(-1); % equation 674
1.86251978839571408209*(x225)^-gamma =-0.00049589649964372354 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.78417206952918827589*(x223(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 675
x226 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at226-a226; % equation 676
at226 = 0 + 1.00000000000000000000*a228(-1); % equation 677
1.44969978071431904176*(x226)^-gamma =-0.00045764806008225390 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.38930524651907649769*(x224(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 678
x227 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at227-a227; % equation 679
at227 = 0 + 1.00000000000000000000*a229(-1); % equation 680
1.86846404376960184557*(x227)^-gamma =-0.00049556117193825882 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.78985927816200773854*(x225(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 681
x228 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at228-a228; % equation 682
at228 = 0 + 1.00000000000000000000*a230(-1); % equation 683
1.45371524652594641402*(x228)^-gamma =-0.00045844367718054217 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.39314417985107885656*(x226(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 684
x229 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at229-a229; % equation 685
at229 = 0 + 1.00000000000000000000*a231(-1); % equation 686
1.87443444353067989461*(x229)^-gamma =-0.00049521377292967034 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.79557163660190477472*(x227(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 687
x230 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at230-a230; % equation 688
at230 = 0 + 1.00000000000000000000*a232(-1); % equation 689
1.45775140437802175342*(x230)^-gamma =-0.00045922817132351722 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.39700299455139109739*(x228(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 690
x231 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at231-a231; % equation 691
at231 = 0 + 1.00000000000000000000*a233(-1); % equation 692
1.88043096414828636576*(x231)^-gamma =-0.00049485437714436758 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.80130911948572758341*(x229(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 693
x232 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at232-a232; % equation 694
at232 = 0 + 1.00000000000000000000*a234(-1); % equation 695
1.46180825830174754287*(x232)^-gamma =-0.00046000142669576377 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.40088169405551066227*(x230(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 696
x233 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at233-a233; % equation 697
at233 = 0 + 1.00000000000000000000*a235(-1); % equation 698
1.88645358484933045595*(x233)^-gamma =-0.00049448306016502974 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.80707170420079132889*(x231(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 699
x234 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at234-a234; % equation 700
at234 = 0 + 1.00000000000000000000*a236(-1); % equation 701
1.46588581267386408591*(x234)^-gamma =-0.00046076331401283878 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.40478028223737538838*(x232(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 702
x235 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at235-a235; % equation 703
at235 = 0 + 1.00000000000000000000*a237(-1); % equation 704
1.89250228751795268600*(x235)^-gamma =-0.00049409989861052433 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.81285937078440362313*(x233(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 705
x236 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at236-a236; % equation 706
at236 = 0 + 1.00000000000000000000*a238(-1); % equation 707
1.46998407209771775328*(x236)^-gamma =-0.00046151368716345405 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.40869876330298016143*(x234(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 708
x237 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at237-a237; % equation 709
at237 = 0 + 1.00000000000000000000*a239(-1); % equation 710
1.89857705659922904040*(x237)^-gamma =-0.00049370497011567678 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.81867210182743965774*(x235(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 711
x238 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at238-a238; % equation 712
at238 = 0 + 0.00029404000000000035*a240(-1)+ 0.02911194000000002016*a241(-1)+ 0.00028254039846120030*a242(-1)+ 0.02797340201189822337*a243(-1)+ 0.00027149053449399316*a244(-1)+ 0.02687939107181695417*a245(-1)+ 0.00026087281932518365*a246(-1)+ 0.02582816577277099318*a247(-1)+ 0.00025067035206037958*a248(-1)+ 0.02481805281240866828*a249(-1)+ 0.00024086689278176077*a250(-1)+ 0.02384744432950976212*a251(-1)+ 0.00023144683669796567*a252(-1)+ 0.02291479534465029611*a253(-1)+ 0.00022239518930495001*a254(-1)+ 0.02201862130096022413*a255(-1)+ 0.00021369754251827840*a256(-1)+ 0.02115749570105960806*a257(-1)+ 0.00020534005173885732*a258(-1)+ 0.02033004783641173888*a259(-1)+ 0.00019730941381560389*a260(-1)+ 0.01953496060547894528*a261(-1)+ 0.64478589943535458140*a262(-1)+ 0.00651098921629258021*a263(-1)+ 0.00677599125500482572*a264(-1)+ 0.00705177907114485757*a265(-1)+ 0.00733879165376833363*a266(-1)+ 0.00763748585910759697*a267(-1)+ 0.00794833713777887835*a268(-1)+ 0.00827184029158735921*a269(-1)+ 0.00860851026113476983*a270(-1)+ 0.00895888294548318441*a271(-1)+ 0.00932351605517972581*a272(-1)+ 0.00970299000000002763*a273(-1); % equation 713
1.47410304127376723393*(x238)^-gamma =-0.00046225237894919192 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.41263714167608589456*(x236(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 714
x239 = (1/(chi*taut))*l^(1+1/phi)*(1.00000000000000000000)^taut  + T + (1+r)*at239-a239; % equation 715
at239 = 0 + 0.00058805999999999995*a274(-1)+ 0.03881195999999996482*a275(-1)+ 0.00056489042423879998*a276(-1)+ 0.03728276799976076167*a277(-1)+ 0.00054263373022598281*a278(-1)+ 0.03581382619491482733*a279(-1)+ 0.00052125395040240440*a280(-1)+ 0.03440276072655866491*a281(-1)+ 0.00050071653433147079*a282(-1)+ 0.03304729126587703514*a283(-1)+ 0.00048098829286448018*a284(-1)+ 0.03174522732905565164*a285(-1)+ 0.00046203734450585380*a286(-1)+ 0.03049446473738631758*a287(-1)+ 0.00044383306389157625*a288(-1)+ 0.02929298221684399975*a289(-1)+ 0.00042634603229758689*a290(-1)+ 0.02813883813164070810*a291(-1)+ 0.00040954799009814135*a292(-1)+ 0.02703016734647730249*a293(-1)+ 0.00039341179109731475*a294(-1)+ 0.02596517821242274801*a295(-1)+ 0.64264081668510830703*a296(-1); % equation 716
1.90467787900676643886*(x239)^-gamma =-0.00049329835331089690 + beta*(1+r(+1))*(+ 0.00015405277630399828*(x160(+1) )^-gamma+ 0.02339747760410195582*(x193(+1) )^-gamma+ 1.82450988238180333845*(x237(+1) )^-gamma+ 0.02695292353875756650*(x241(+1) )^-gamma+ 0.00016901614654779831*(x274(+1) )^-gamma); % equation 717
x240 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at240-a240; % equation 718
at240 = 0 + 0.00970298999999998080*a161(-1)+ 0.00932351605517968071*a162(-1)+ 0.00895888294548313931*a163(-1)+ 0.00860851026113472820*a164(-1)+ 0.00827184029158731758*a165(-1)+ 0.00794833713777883671*a166(-1)+ 0.00763748585910755881*a167(-1)+ 0.00733879165376829720*a168(-1)+ 0.00705177907114482201*a169(-1)+ 0.00677599125500479103*a170(-1)+ 0.00651098921629254639*a171(-1)+ 0.64478589943535447038*a172(-1)+ 0.01953496060547896263*a173(-1)+ 0.00019730941381560421*a174(-1)+ 0.02033004783641175275*a175(-1)+ 0.00020534005173885765*a176(-1)+ 0.02115749570105962887*a177(-1)+ 0.00021369754251827872*a178(-1)+ 0.02201862130096024148*a179(-1)+ 0.00022239518930495034*a180(-1)+ 0.02291479534465031345*a181(-1)+ 0.00023144683669796602*a182(-1)+ 0.02384744432950978293*a183(-1)+ 0.00024086689278176115*a184(-1)+ 0.02481805281240868910*a185(-1)+ 0.00025067035206038002*a186(-1)+ 0.02582816577277101747*a187(-1)+ 0.00026087281932518408*a188(-1)+ 0.02687939107181697498*a189(-1)+ 0.00027149053449399360*a190(-1)+ 0.02797340201189824765*a191(-1)+ 0.00028254039846120074*a192(-1)+ 0.02911194000000005139*a193(-1)+ 0.00029404000000000078*a194(-1); % equation 719
1.26697862690415474773*(x240)^-gamma =-0.00017753996716370920 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.22403415157887418552*(x242(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 720
x241 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at241-a241; % equation 721
at241 = 0 + 0.00009800999999999980*a195(-1)+ 0.01940796000000000188*a196(-1)+ 0.00009418643976059981*a197(-1)+ 0.01865081782895760404*a198(-1)+ 0.00009051204402384569*a199(-1)+ 0.01792321324286337558*a200(-1)+ 0.00008698099359311006*a201(-1)+ 0.01722399392322558620*a202(-1)+ 0.00008358769628991526*a203(-1)+ 0.01655205250573234602*a204(-1)+ 0.00008032677809751488*a205(-1)+ 0.01590632482650186641*a206(-1)+ 0.00007719307464998132*a207(-1)+ 0.01528578823674986605*a208(-1)+ 0.00007418162305332073*a209(-1)+ 0.01468945998320507138*a210(-1)+ 0.00007128765402566198*a211(-1)+ 0.01411639565170787723*a212(-1)+ 0.00006850658434407210*a213(-1)+ 0.01356568767152718791*a214(-1)+ 0.00006583400958603622*a215(-1)+ 0.01303646387802683167*a216(-1)+ 0.64550247070815702788*a217(-1)+ 0.01303646387802684034*a218(-1)+ 0.00006583400958603656*a219(-1)+ 0.01356568767152720005*a220(-1)+ 0.00006850658434407246*a221(-1)+ 0.01411639565170789111*a222(-1)+ 0.00007128765402566235*a223(-1)+ 0.01468945998320508525*a224(-1)+ 0.00007418162305332113*a225(-1)+ 0.01528578823674987645*a226(-1)+ 0.00007719307464998174*a227(-1)+ 0.01590632482650188029*a228(-1)+ 0.00008032677809751534*a229(-1)+ 0.01655205250573235989*a230(-1)+ 0.00008358769628991574*a231(-1)+ 0.01722399392322560008*a232(-1)+ 0.00008698099359311056*a233(-1)+ 0.01792321324286338946*a234(-1)+ 0.00009051204402384619*a235(-1)+ 0.01865081782895761792*a236(-1)+ 0.00009418643976060035*a237(-1)+ 0.01940796000000001575*a238(-1)+ 0.00009801000000000036*a239(-1); % equation 722
1.38875613607806003280*(x241)^-gamma =-0.00023454360758424860 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.33937613784268116923*(x243(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 723
x242 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at242-a242; % equation 724
at242 = 0 + 1.00000000000000000000*a240(-1); % equation 725
1.27385323971530284304*(x242)^-gamma =-0.00019368649216828349 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.23040229361953445952*(x244(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 726
x243 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at243-a243; % equation 727
at243 = 0 + 1.00000000000000000000*a241(-1); % equation 728
1.39388972945525480007*(x243)^-gamma =-0.00024428143321574502 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.34419400634480412648*(x245(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 729
x244 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at244-a244; % equation 730
at244 = 0 + 1.00000000000000000000*a242(-1); % equation 731
1.28048056980980917707*(x244)^-gamma =-0.00020140196743435843 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.23656888411741539002*(x246(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 732
x245 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at245-a245; % equation 733
at245 = 0 + 1.00000000000000000000*a243(-1); % equation 734
1.39890368874065162963*(x245)^-gamma =-0.00025366870303918684 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.34890881877302959424*(x247(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 735
x246 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at246-a246; % equation 736
at246 = 0 + 1.00000000000000000000*a244(-1); % equation 737
1.28689814506585142873*(x246)^-gamma =-0.00021811549700118208 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.24256314993668515179*(x248(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 738
x247 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at247-a247; % equation 739
at247 = 0 + 1.00000000000000000000*a245(-1); % equation 740
1.40381039749432323660*(x247)^-gamma =-0.00026393190164822198 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.35353037683188071050*(x249(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 741
x248 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at248-a248; % equation 742
at248 = 0 + 1.00000000000000000000*a246(-1); % equation 743
1.29313638190241531056*(x248)^-gamma =-0.00024524162309999531 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.24840886416292828898*(x250(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 744
x249 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at249-a249; % equation 745
at249 = 0 + 1.00000000000000000000*a247(-1); % equation 746
1.40862005635735898501*(x249)^-gamma =-0.00027216212831505444 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.35806570345809096700*(x251(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 747
x250 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at250-a250; % equation 748
at250 = 0 + 1.00000000000000000000*a248(-1); % equation 749
1.29922002098711275586*(x250)^-gamma =-0.00026557847283828815 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.25411998547433589657*(x252(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 750
x251 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at251-a251; % equation 751
at251 = 0 + 1.00000000000000000000*a249(-1); % equation 752
1.41333997410517087090*(x251)^-gamma =-0.00027839769050075282 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.36252050369095423221*(x253(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 753
x252 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at252-a252; % equation 754
at252 = 0 + 1.00000000000000000000*a250(-1); % equation 755
1.30516358912657959301*(x252)^-gamma =-0.00028122601722697157 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.25970800310790997933*(x254(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 756
x253 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at253-a253; % equation 757
at253 = 0 + 1.00000000000000000000*a251(-1); % equation 758
1.41797608797633833966*(x253)^-gamma =-0.00028313528377339086 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.36689963583885409903*(x255(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 759
x254 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at254-a254; % equation 760
at254 = 0 + 1.00000000000000000000*a252(-1); % equation 761
1.31097904317819469178*(x254)^-gamma =-0.00029346922662654845 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.26518241090655791936*(x256(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 762
x255 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at255-a255; % equation 763
at255 = 0 + 1.00000000000000000000*a253(-1); % equation 764
1.42253345401596065223*(x255)^-gamma =-0.00028670387875101420 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.37120728812580061629*(x257(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 765
x256 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at256-a256; % equation 766
at256 = 0 + 1.00000000000000000000*a254(-1); % equation 767
1.31667626339123788881*(x256)^-gamma =-0.00030312368864414565 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.27055114705409488707*(x258(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 768
x257 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at257-a257; % equation 769
at257 = 0 + 1.00000000000000000000*a255(-1); % equation 770
1.42701643091183871803*(x257)^-gamma =-0.00028933685856933705 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.37544712190168749721*(x259(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 771
x258 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at258-a258; % equation 772
at258 = 0 + 1.00000000000000000000*a256(-1); % equation 773
1.32226351103943073895*(x258)^-gamma =-0.00031074740885590193 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.27582095941916118242*(x260(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 774
x259 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at259-a259; % equation 775
at259 = 0 + 1.00000000000000000000*a257(-1); % equation 776
1.43142882903349355495*(x259)^-gamma =-0.00029120785876219182 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.37962237992600766923*(x261(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 777
x260 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at260-a260; % equation 778
at260 = 0 + 1.00000000000000000000*a258(-1); % equation 779
1.32774780863461816516*(x260)^-gamma =-0.00031674317660149225 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.57281812567768364275*(x262(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 780
x261 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at261-a261; % equation 781
at261 = 0 + 1.00000000000000000000*a259(-1); % equation 782
1.43577402312310864474*(x261)^-gamma =-0.00029245041399424560 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.57281812567768364275*(x262(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 783
x262 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at262-a262; % equation 784
at262 = 0 + 0.00029404000000000030*a260(-1)+ 0.02911194000000001669*a261(-1)+ 0.96089102999999997934*a262(-1)+ 0.00970299000000002763*a263(-1); % equation 785
1.63683297748932443660*(x262)^-gamma =-0.00021758584091158387 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.57281812567768364275*(x262(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 786
x263 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at263-a263; % equation 787
at263 = 0 + 1.00000000000000000000*a264(-1); % equation 788
1.98099708356649450991*(x263)^-gamma =-0.00011612158730912449 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.57281812567768364275*(x262(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 789
x264 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at264-a264; % equation 790
at264 = 0 + 1.00000000000000000000*a265(-1); % equation 791
1.98054357135585945571*(x264)^-gamma =-0.00011687743663076420 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.90352232805520493741*(x263(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 792
x265 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at265-a265; % equation 793
at265 = 0 + 1.00000000000000000000*a266(-1); % equation 794
1.98008101728257446261*(x265)^-gamma =-0.00011763564495098259 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.90308655224001022077*(x264(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 795
x266 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at266-a266; % equation 796
at266 = 0 + 1.00000000000000000000*a267(-1); % equation 797
1.97960936992502900544*(x266)^-gamma =-0.00011839558659754459 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.90264208818010072122*(x265(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 798
x267 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at267-a267; % equation 799
at267 = 0 + 1.00000000000000000000*a268(-1); % equation 800
1.97912856852804619479*(x267)^-gamma =-0.00011915652768002390 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.90218888646491213201*(x266(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 801
x268 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at268-a268; % equation 802
at268 = 0 + 1.00000000000000000000*a269(-1); % equation 803
1.97863854272568673309*(x268)^-gamma =-0.00011991760441385070 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.90172688871533979160*(x267(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 804
x269 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at269-a269; % equation 805
at269 = 0 + 1.00000000000000000000*a270(-1); % equation 806
1.97813921219310717703*(x269)^-gamma =-0.00012067779539045170 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.90125602731738418960*(x268(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 807
x270 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at270-a270; % equation 808
at270 = 0 + 1.00000000000000000000*a271(-1); % equation 809
1.97763048621101789060*(x270)^-gamma =-0.00012143588526492477 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.90077622508762322795*(x269(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 810
x271 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at271-a271; % equation 811
at271 = 0 + 1.00000000000000000000*a272(-1); % equation 812
1.97711226312000865057*(x271)^-gamma =-0.00012219041568094967 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.90028739485470565818*(x270(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 813
x272 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at272-a272; % equation 814
at272 = 0 + 1.00000000000000000000*a273(-1); % equation 815
1.97658442963413194526*(x272)^-gamma =-0.00012293961596056521 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.89978943893501606155*(x271(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 816
x273 = (1/(chi*taut))*l^(1+1/phi)*(1.93150553543696545944)^taut  + T + (1+r)*at273-a273; % equation 817
at273 = 0 + 0.00058805999999999995*a274(-1)+ 0.03881195999999995788*a275(-1)+ 0.00056489042423879998*a276(-1)+ 0.03728276799976076167*a277(-1)+ 0.00054263373022598281*a278(-1)+ 0.03581382619491482733*a279(-1)+ 0.00052125395040240440*a280(-1)+ 0.03440276072655865797*a281(-1)+ 0.00050071653433147079*a282(-1)+ 0.03304729126587703514*a283(-1)+ 0.00048098829286448013*a284(-1)+ 0.03174522732905565858*a285(-1)+ 0.00046203734450585374*a286(-1)+ 0.03049446473738631758*a287(-1)+ 0.00044383306389157620*a288(-1)+ 0.02929298221684399975*a289(-1)+ 0.00042634603229758689*a290(-1)+ 0.02813883813164070463*a291(-1)+ 0.00040954799009814135*a292(-1)+ 0.02703016734647729902*a293(-1)+ 0.00039341179109731470*a294(-1)+ 0.02596517821242274801*a295(-1)+ 0.64264081668510830703*a296(-1); % equation 818
1.97604685997584295087*(x273)^-gamma =-0.00012368129890283502 + beta*(1+r(+1))*(+ 0.00046354298110612614*(x194(+1) )^-gamma+ 0.04291399929137947045*(x238(+1) )^-gamma+ 1.89928224847310356260*(x272(+1) )^-gamma+ 0.01854740785064247499*(x275(+1) )^-gamma); % equation 819
x274 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at274-a274; % equation 820
at274 = 0 + 0.00009800999999999980*a195(-1)+ 0.01940796000000000188*a196(-1)+ 0.00009418643976059980*a197(-1)+ 0.01865081782895760057*a198(-1)+ 0.00009051204402384569*a199(-1)+ 0.01792321324286337558*a200(-1)+ 0.00008698099359311005*a201(-1)+ 0.01722399392322558620*a202(-1)+ 0.00008358769628991526*a203(-1)+ 0.01655205250573234602*a204(-1)+ 0.00008032677809751486*a205(-1)+ 0.01590632482650186641*a206(-1)+ 0.00007719307464998131*a207(-1)+ 0.01528578823674986431*a208(-1)+ 0.00007418162305332073*a209(-1)+ 0.01468945998320507311*a210(-1)+ 0.00007128765402566197*a211(-1)+ 0.01411639565170787550*a212(-1)+ 0.00006850658434407210*a213(-1)+ 0.01356568767152718791*a214(-1)+ 0.00006583400958603621*a215(-1)+ 0.01303646387802683167*a216(-1)+ 0.64550247070815702788*a217(-1)+ 0.01303646387802684208*a218(-1)+ 0.00006583400958603657*a219(-1)+ 0.01356568767152720005*a220(-1)+ 0.00006850658434407245*a221(-1)+ 0.01411639565170788937*a222(-1)+ 0.00007128765402566235*a223(-1)+ 0.01468945998320508699*a224(-1)+ 0.00007418162305332113*a225(-1)+ 0.01528578823674987819*a226(-1)+ 0.00007719307464998174*a227(-1)+ 0.01590632482650187682*a228(-1)+ 0.00008032677809751534*a229(-1)+ 0.01655205250573235642*a230(-1)+ 0.00008358769628991575*a231(-1)+ 0.01722399392322560008*a232(-1)+ 0.00008698099359311056*a233(-1)+ 0.01792321324286338946*a234(-1)+ 0.00009051204402384619*a235(-1)+ 0.01865081782895761445*a236(-1)+ 0.00009418643976060034*a237(-1)+ 0.01940796000000001575*a238(-1)+ 0.00009801000000000036*a239(-1); % equation 821
1.72447858940718279364*(x274)^-gamma =-0.00023346888113491687 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 1.67365995920655596940*(x276(+1) )^-gamma); % equation 822
x275 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at275-a275; % equation 823
at275 = 0 + 0.00029404000000000030*a240(-1)+ 0.02911194000000002016*a241(-1)+ 0.00028254039846120030*a242(-1)+ 0.02797340201189822337*a243(-1)+ 0.00027149053449399316*a244(-1)+ 0.02687939107181695417*a245(-1)+ 0.00026087281932518359*a246(-1)+ 0.02582816577277099318*a247(-1)+ 0.00025067035206037958*a248(-1)+ 0.02481805281240866828*a249(-1)+ 0.00024086689278176075*a250(-1)+ 0.02384744432950975865*a251(-1)+ 0.00023144683669796564*a252(-1)+ 0.02291479534465029264*a253(-1)+ 0.00022239518930494999*a254(-1)+ 0.02201862130096022413*a255(-1)+ 0.00021369754251827840*a256(-1)+ 0.02115749570105960459*a257(-1)+ 0.00020534005173885732*a258(-1)+ 0.02033004783641173541*a259(-1)+ 0.00019730941381560386*a260(-1)+ 0.01953496060547894528*a261(-1)+ 0.64478589943535458140*a262(-1)+ 0.00651098921629257935*a263(-1)+ 0.00677599125500482572*a264(-1)+ 0.00705177907114485671*a265(-1)+ 0.00733879165376833276*a266(-1)+ 0.00763748585910759611*a267(-1)+ 0.00794833713777887661*a268(-1)+ 0.00827184029158735748*a269(-1)+ 0.00860851026113476983*a270(-1)+ 0.00895888294548318441*a271(-1)+ 0.00932351605517972581*a272(-1)+ 0.00970299000000002590*a273(-1); % equation 824
1.91151468265374480104*(x275)^-gamma =-0.00033088905553843053 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 1.85110194689669582679*(x277(+1) )^-gamma); % equation 825
x276 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at276-a276; % equation 826
at276 = 0 + 1.00000000000000000000*a274(-1); % equation 827
1.74230688533488820013*(x276)^-gamma =-0.00024882039552943637 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 1.69044706231140229313*(x278(+1) )^-gamma); % equation 828
x277 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at277-a277; % equation 829
at277 = 0 + 1.00000000000000000000*a275(-1); % equation 830
1.92702684305354221550*(x277)^-gamma =-0.00034092712191965133 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 1.86580923200563941755*(x279(+1) )^-gamma); % equation 831
x278 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at278-a278; % equation 832
at278 = 0 + 1.00000000000000000000*a276(-1); % equation 833
1.75978252915579091997*(x278)^-gamma =-0.00026268759094657558 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 1.70693088484579380548*(x280(+1) )^-gamma); % equation 834
x279 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at279-a279; % equation 835
at279 = 0 + 1.00000000000000000000*a277(-1); % equation 836
1.94233736295272385597*(x279)^-gamma =-0.00035072374269247620 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 1.88033601577751308120*(x281(+1) )^-gamma); % equation 837
x280 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at280-a280; % equation 838
at280 = 0 + 1.00000000000000000000*a278(-1); % equation 839
1.77694245303418996151*(x280)^-gamma =-0.00027720143565208334 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 1.72313971071638327714*(x282(+1) )^-gamma); % equation 840
x281 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at281-a281; % equation 841
at281 = 0 + 1.00000000000000000000*a279(-1); % equation 842
1.95745997806237004291*(x281)^-gamma =-0.00036041915136309145 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 1.89469363368868037867*(x283(+1) )^-gamma); % equation 843
x282 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at282-a282; % equation 844
at282 = 0 + 1.00000000000000000000*a280(-1); % equation 845
1.79381610097096122480*(x282)^-gamma =-0.00030072951156030878 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 1.73910106438365597015*(x284(+1) )^-gamma); % equation 846
x283 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at283-a283; % equation 847
at283 = 0 + 1.00000000000000000000*a281(-1); % equation 848
1.97240648879534674620*(x283)^-gamma =-0.00036901768339624955 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 1.90889142112048926236*(x285(+1) )^-gamma); % equation 849
x284 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at284-a284; % equation 850
at284 = 0 + 1.00000000000000000000*a282(-1); % equation 851
1.81043212637132877596*(x284)^-gamma =-0.00032459394685646175 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 1.75483508064698301432*(x286(+1) )^-gamma); % equation 852
x285 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at285-a285; % equation 853
at285 = 0 + 1.00000000000000000000*a283(-1); % equation 854
1.98718661343350144755*(x285)^-gamma =-0.00037585579600865089 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 1.92293712090919100000*(x287(+1) )^-gamma); % equation 855
x286 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at286-a286; % equation 856
at286 = 0 + 1.00000000000000000000*a284(-1); % equation 857
1.82681148988466879324*(x286)^-gamma =-0.00034420631368869145 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 1.77035670814502288373*(x288(+1) )^-gamma); % equation 858
x287 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at287-a287; % equation 859
at287 = 0 + 1.00000000000000000000*a285(-1); % equation 860
2.00180841239366991147*(x287)^-gamma =-0.00038108035080062233 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 1.93683750910520191546*(x289(+1) )^-gamma); % equation 861
x288 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at288-a288; % equation 862
at288 = 0 + 1.00000000000000000000*a286(-1); % equation 863
1.84296975328379963877*(x288)^-gamma =-0.00035988880804071474 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 1.78567852786957836919*(x290(+1) )^-gamma); % equation 864
x289 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at289-a289; % equation 865
at289 = 0 + 1.00000000000000000000*a287(-1); % equation 866
2.01627893965311333346*(x289)^-gamma =-0.00038498449864110497 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 1.95059866287477090552*(x291(+1) )^-gamma); % equation 867
x290 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at290-a290; % equation 868
at290 = 0 + 1.00000000000000000000*a288(-1); % equation 869
1.85892001358315495096*(x290)^-gamma =-0.00037246247725823760 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 1.80081153825253781342*(x292(+1) )^-gamma); % equation 870
x291 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at291-a291; % equation 871
at291 = 0 + 1.00000000000000000000*a289(-1); % equation 872
2.03060452163945592829*(x291)^-gamma =-0.00038780175909109007 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 1.96422608018918842809*(x293(+1) )^-gamma); % equation 873
x292 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at292-a292; % equation 874
at292 = 0 + 1.00000000000000000000*a290(-1); % equation 875
1.87467372032689172379*(x292)^-gamma =-0.00038252890425562533 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 1.81576546058653809368*(x294(+1) )^-gamma); % equation 876
x293 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at293-a293; % equation 877
at293 = 0 + 1.00000000000000000000*a291(-1); % equation 878
2.04479088182907142723*(x293)^-gamma =-0.00038971482957277543 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 1.97772476753928461157*(x295(+1) )^-gamma); % equation 879
x294 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at294-a294; % equation 880
at294 = 0 + 1.00000000000000000000*a292(-1); % equation 881
1.89024099353670416157*(x294)^-gamma =-0.00039054372303602805 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 2.26561731246796460582*(x296(+1) )^-gamma); % equation 882
x295 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at295-a295; % equation 883
at295 = 0 + 1.00000000000000000000*a293(-1); % equation 884
2.05884323205928509992*(x295)^-gamma =-0.00039086954775486622 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 2.26561731246796460582*(x296(+1) )^-gamma); % equation 885
x296 = (1/(chi*taut))*l^(1+1/phi)*(3.73071363342363904181)^taut  + T + (1+r)*at296-a296; % equation 886
at296 = 0 + 0.00058805999999999995*a294(-1)+ 0.03881195999999995094*a295(-1)+ 0.96059998000000001994*a296(-1); % equation 887
2.35854399296152861254*(x296)^-gamma =-0.00033726721345442718 + beta*(1+r(+1))*(+ 0.00112006487352872097*(x239(+1) )^-gamma+ 0.07669425168750808319*(x273(+1) )^-gamma+ 2.26561731246796460582*(x296(+1) )^-gamma); % equation 888
x297 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at297-a297; % equation 889
at297 = 0 + 0.96059997999999990892*a297(-1)+ 0.03881196000000016605*a298(-1)+ 0.00058806000000000374*a299(-1); % equation 890
a297 =  4.46936816821886750972; % equation 891
x298 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at298-a298; % equation 892
at298 = 0 + 1.00000000000000000000*a300(-1); % equation 893
a298 =  6.50415213440517181454; % equation 894
x299 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at299-a299; % equation 895
at299 = 0 + 1.00000000000000000000*a301(-1); % equation 896
1.72488295410107994599*(x299)^-gamma =0.00215220738713710249 + beta*(1+r(+1))*(+ 1.03034500730175548888*(x297(+1) )^-gamma+ 0.03384470196093494754*(x320(+1) )^-gamma+ 0.00056354069120277044*(x354(+1) )^-gamma); % equation 897
x300 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at300-a300; % equation 898
at300 = 0 + 1.00000000000000000000*a302(-1); % equation 899
a300 =  6.61839283948155721049; % equation 900
x301 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at301-a301; % equation 901
at301 = 0 + 1.00000000000000000000*a303(-1); % equation 902
1.70596168300746331425*(x301)^-gamma =0.00102623648821814606 + beta*(1+r(+1))*(+ 1.65692253121183807885*(x299(+1) )^-gamma+ 0.03384470196093494754*(x320(+1) )^-gamma+ 0.00056354069120277044*(x354(+1) )^-gamma); % equation 903
x302 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at302-a302; % equation 904
at302 = 0 + 1.00000000000000000000*a304(-1); % equation 905
a302 =  6.73429558865292676728; % equation 906
x303 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at303-a303; % equation 907
at303 = 0 + 1.00000000000000000000*a305(-1); % equation 908
1.68765706850512420267*(x303)^-gamma =0.00003158744884724559 + beta*(1+r(+1))*(+ 1.63874675857773555165*(x301(+1) )^-gamma+ 0.03384470196093494754*(x320(+1) )^-gamma+ 0.00056354069120277044*(x354(+1) )^-gamma); % equation 909
x304 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at304-a304; % equation 910
at304 = 0 + 1.00000000000000000000*a306(-1); % equation 911
a304 =  6.85187682210601156640; % equation 912
x305 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at305-a305; % equation 913
at305 = 0 + 1.00000000000000000000*a307(-1); % equation 914
1.66998478455206345039*(x305)^-gamma =-0.00082891392390013307 + beta*(1+r(+1))*(+ 1.62116334625288072147*(x303(+1) )^-gamma+ 0.03384470196093494754*(x320(+1) )^-gamma+ 0.00056354069120277044*(x354(+1) )^-gamma); % equation 915
x306 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at306-a306; % equation 916
at306 = 0 + 1.00000000000000000000*a308(-1); % equation 917
a306 =  6.97115275495803921046; % equation 918
x307 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at307-a307; % equation 919
at307 = 0 + 1.00000000000000000000*a309(-1); % equation 920
1.65296184431481307797*(x307)^-gamma =-0.00155360406565367855 + beta*(1+r(+1))*(+ 1.60418735064101625198*(x305(+1) )^-gamma+ 0.03384470196093494754*(x320(+1) )^-gamma+ 0.00056354069120277044*(x354(+1) )^-gamma); % equation 921
x308 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at308-a308; % equation 922
at308 = 0 + 1.00000000000000000000*a310(-1); % equation 923
a308 =  7.09213935151813501534; % equation 924
x309 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at309-a309; % equation 925
at309 = 0 + 1.00000000000000000000*a311(-1); % equation 926
1.63660661046459332546*(x309)^-gamma =-0.00214069815350280976 + beta*(1+r(+1))*(+ 1.58783511458957238283*(x307(+1) )^-gamma+ 0.03384470196093494754*(x320(+1) )^-gamma+ 0.00056354069120277044*(x354(+1) )^-gamma); % equation 927
x310 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at310-a310; % equation 928
at310 = 0 + 1.00000000000000000000*a312(-1); % equation 929
a310 =  7.21485229847950471083; % equation 930
x311 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at311-a311; % equation 931
at311 = 0 + 1.00000000000000000000*a313(-1); % equation 932
1.62094230267131500511*(x311)^-gamma =-0.00257657329061685911 + beta*(1+r(+1))*(+ 1.57212427728015602391*(x309(+1) )^-gamma+ 0.03384470196093494754*(x320(+1) )^-gamma+ 0.00056354069120277044*(x354(+1) )^-gamma); % equation 933
x312 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at312-a312; % equation 934
at312 = 0 + 1.00000000000000000000*a314(-1); % equation 935
a312 =  7.33930697459378933445; % equation 936
x313 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at313-a313; % equation 937
at313 = 0 + 1.00000000000000000000*a315(-1); % equation 938
1.60600967224993240734*(x313)^-gamma =-0.00280579550911560756 + beta*(1+r(+1))*(+ 1.55707714352721904305*(x311(+1) )^-gamma+ 0.03384470196093494754*(x320(+1) )^-gamma+ 0.00056354069120277044*(x354(+1) )^-gamma); % equation 939
x314 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at314-a314; % equation 940
at314 = 0 + 1.00000000000000000000*a316(-1); % equation 941
a314 =  7.46551840730612159547; % equation 942
x315 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at315-a315; % equation 943
at315 = 0 + 1.00000000000000000000*a317(-1); % equation 944
1.59185112043940146798*(x315)^-gamma =-0.00282550832204143303 + beta*(1+r(+1))*(+ 1.54273285904309154226*(x313(+1) )^-gamma+ 0.03384470196093494754*(x320(+1) )^-gamma+ 0.00056354069120277044*(x354(+1) )^-gamma); % equation 945
x316 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at316-a316; % equation 946
at316 = 0 + 1.00000000000000000000*a318(-1); % equation 947
a316 =  7.59350119759798847241; % equation 948
x317 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at317-a317; % equation 949
at317 = 0 + 1.00000000000000000000*a319(-1); % equation 950
1.57845844326802664526*(x317)^-gamma =-0.00280124947535637624 + beta*(1+r(+1))*(+ 1.52913215445706640594*(x315(+1) )^-gamma+ 0.03384470196093494754*(x320(+1) )^-gamma+ 0.00056354069120277044*(x354(+1) )^-gamma); % equation 951
x318 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at318-a318; % equation 952
at318 = 0 + 0.00970298999999997733*a320(-1)+ 0.00932351605517967898*a321(-1)+ 0.00895888294548313931*a322(-1)+ 0.00860851026113472820*a323(-1)+ 0.00827184029158731585*a324(-1)+ 0.00794833713777883671*a325(-1)+ 0.00763748585910755881*a326(-1)+ 0.00733879165376829547*a327(-1)+ 0.00705177907114482114*a328(-1)+ 0.00677599125500479016*a329(-1)+ 0.00651098921629254639*a330(-1)+ 0.64478589943535447038*a331(-1)+ 0.01953496060547895916*a332(-1)+ 0.00019730941381560418*a333(-1)+ 0.02033004783641175275*a334(-1)+ 0.00020534005173885765*a335(-1)+ 0.02115749570105962193*a336(-1)+ 0.00021369754251827872*a337(-1)+ 0.02201862130096024148*a338(-1)+ 0.00022239518930495034*a339(-1)+ 0.02291479534465030998*a340(-1)+ 0.00023144683669796599*a341(-1)+ 0.02384744432950977946*a342(-1)+ 0.00024086689278176112*a343(-1)+ 0.02481805281240868563*a344(-1)+ 0.00025067035206037996*a345(-1)+ 0.02582816577277101400*a346(-1)+ 0.00026087281932518402*a347(-1)+ 0.02687939107181697498*a348(-1)+ 0.00027149053449399360*a349(-1)+ 0.02797340201189824418*a350(-1)+ 0.00028254039846120068*a351(-1)+ 0.02911194000000004445*a352(-1)+ 0.00029404000000000073*a353(-1); % equation 953
a318 =  7.72326920113585213556; % equation 954
x319 = (1/(chi*taut))*l^(1+1/phi)*(0.53609046325129483535)^taut  + T + (1+r)*at319-a319; % equation 955
at319 = 0 + 0.00009800999999999980*a354(-1)+ 0.01940796000000000188*a355(-1)+ 0.00009418643976059980*a356(-1)+ 0.01865081782895760057*a357(-1)+ 0.00009051204402384569*a358(-1)+ 0.01792321324286337558*a359(-1)+ 0.00008698099359311005*a360(-1)+ 0.01722399392322558620*a361(-1)+ 0.00008358769628991526*a362(-1)+ 0.01655205250573234602*a363(-1)+ 0.00008032677809751486*a364(-1)+ 0.01590632482650186641*a365(-1)+ 0.00007719307464998131*a366(-1)+ 0.01528578823674986431*a367(-1)+ 0.00007418162305332073*a368(-1)+ 0.01468945998320507311*a369(-1)+ 0.00007128765402566197*a370(-1)+ 0.01411639565170787550*a371(-1)+ 0.00006850658434407210*a372(-1)+ 0.01356568767152718791*a373(-1)+ 0.00006583400958603621*a374(-1)+ 0.01303646387802683167*a375(-1)+ 0.64550247070815702788*a376(-1)+ 0.01303646387802684208*a377(-1)+ 0.00006583400958603657*a378(-1)+ 0.01356568767152720005*a379(-1)+ 0.00006850658434407245*a380(-1)+ 0.01411639565170788937*a381(-1)+ 0.00007128765402566235*a382(-1)+ 0.01468945998320508699*a383(-1)+ 0.00007418162305332113*a384(-1)+ 0.01528578823674987819*a385(-1)+ 0.00007719307464998174*a386(-1)+ 0.01590632482650187682*a387(-1)+ 0.00008032677809751534*a388(-1)+ 0.01655205250573235642*a389(-1)+ 0.00008358769628991575*a390(-1)+ 0.01722399392322560008*a391(-1)+ 0.00008698099359311056*a392(-1)+ 0.01792321324286338946*a393(-1)+ 0.00009051204402384619*a394(-1)+ 0.01865081782895761445*a395(-1)+ 0.00009418643976060034*a396(-1)+ 0.01940796000000001575*a397(-1)+ 0.00009801000000000036*a398(-1); % equation 956
1.56581144272432970510*(x319)^-gamma =-0.00277323835319708738 + beta*(1+r(+1))*(+ 1.51626714903409731683*(x317(+1) )^-gamma+ 0.03384470196093494754*(x320(+1) )^-gamma+ 0.00056354069120277044*(x354(+1) )^-gamma); % equation 957
x320 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at320-a320; % equation 958
at320 = 0 + 0.64264081668510719680*a297(-1)+ 0.02596517821242284862*a298(-1)+ 0.00039341179109731659*a299(-1)+ 0.02703016734647741004*a300(-1)+ 0.00040954799009814324*a301(-1)+ 0.02813883813164081912*a302(-1)+ 0.00042634603229758895*a303(-1)+ 0.02929298221684412465*a304(-1)+ 0.00044383306389157842*a305(-1)+ 0.03049446473738644942*a306(-1)+ 0.00046203734450585607*a307(-1)+ 0.03174522732905580430*a308(-1)+ 0.00048098829286448257*a309(-1)+ 0.03304729126587718779*a310(-1)+ 0.00050071653433147339*a311(-1)+ 0.03440276072655882450*a312(-1)+ 0.00052125395040240733*a313(-1)+ 0.03581382619491500080*a314(-1)+ 0.00054263373022598574*a315(-1)+ 0.03728276799976094208*a316(-1)+ 0.00056489042423880313*a317(-1)+ 0.03881196000000015911*a318(-1)+ 0.00058806000000000331*a319(-1); % equation 959
0.87201733591745733687*(x320)^-gamma =0.01175720612267927394 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 0.83283447691743195396*(x321(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 960
x321 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at321-a321; % equation 961
at321 = 0 + 1.00000000000000000000*a320(-1); % equation 962
0.86673145124211636858*(x321)^-gamma =0.01191707790924759723 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 0.82773061099659794859*(x322(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 963
x322 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at322-a322; % equation 964
at322 = 0 + 1.00000000000000000000*a321(-1); % equation 965
0.86141985423320888149*(x322)^-gamma =0.01210749276717731741 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 0.82259359156461586693*(x323(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 966
x323 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at323-a323; % equation 967
at323 = 0 + 1.00000000000000000000*a322(-1); % equation 968
0.85607375434092236599*(x323)^-gamma =0.01228326032227966026 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 0.81742358143077964439*(x324(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 969
x324 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at324-a324; % equation 970
at324 = 0 + 1.00000000000000000000*a323(-1); % equation 971
0.85069332100100847338*(x324)^-gamma =0.01245793172966995314 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 0.81221808923277694081*(x325(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 972
x325 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at325-a325; % equation 973
at325 = 0 + 1.00000000000000000000*a324(-1); % equation 974
a325 =  4.95504971976710706372; % equation 975
x326 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at326-a326; % equation 976
at326 = 0 + 1.00000000000000000000*a325(-1); % equation 977
a326 =  4.87617485366036618188; % equation 978
x327 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at327-a327; % equation 979
at327 = 0 + 1.00000000000000000000*a326(-1); % equation 980
a327 =  4.79833611024485318097; % equation 981
x328 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at328-a328; % equation 982
at328 = 0 + 1.00000000000000000000*a327(-1); % equation 983
a328 =  4.72152386539392576736; % equation 984
x329 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at329-a329; % equation 985
at329 = 0 + 1.00000000000000000000*a328(-1); % equation 986
a329 =  4.64572848931525506089; % equation 987
x330 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at330-a330; % equation 988
at330 = 0 + 1.00000000000000000000*a329(-1); % equation 989
a330 =  4.57094034968731399715; % equation 990
x331 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at331-a331; % equation 991
at331 = 0 + 0.00970298999999998080*a330(-1)+ 0.96089102999999997934*a331(-1)+ 0.02911194000000004445*a332(-1)+ 0.00029404000000000084*a333(-1); % equation 992
0.93348170197757407429*(x331)^-gamma =0.00773467083361830711 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 0.89697419409938417001*(x331(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 993
x332 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at332-a332; % equation 994
at332 = 0 + 1.00000000000000000000*a334(-1); % equation 995
1.15224503586368598462*(x332)^-gamma =-0.00048953245676183115 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 0.89697419409938417001*(x331(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 996
x333 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at333-a333; % equation 997
at333 = 0 + 1.00000000000000000000*a335(-1); % equation 998
1.51584995287336621317*(x333)^-gamma =-0.00070535046317279524 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 0.89697419409938417001*(x331(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 999
x334 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at334-a334; % equation 1000
at334 = 0 + 1.00000000000000000000*a336(-1); % equation 1001
1.15675824052260911579*(x334)^-gamma =-0.00056790635108809704 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 1.10718191932344423023*(x332(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 1002
x335 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at335-a335; % equation 1003
at335 = 0 + 1.00000000000000000000*a337(-1); % equation 1004
1.52095825255646865948*(x335)^-gamma =-0.00070168157499938947 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 1.45656662254194024797*(x333(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 1005
x336 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at336-a336; % equation 1006
at336 = 0 + 1.00000000000000000000*a338(-1); % equation 1007
1.16138470271799087996*(x336)^-gamma =-0.00063620837561460906 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 1.11151861719675748574*(x334(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 1008
x337 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at337-a337; % equation 1009
at337 = 0 + 1.00000000000000000000*a339(-1); % equation 1010
1.52623109528489409037*(x337)^-gamma =-0.00069788736867456495 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 1.46147514188598526275*(x335(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 1011
x338 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at338-a338; % equation 1012
at338 = 0 + 1.00000000000000000000*a340(-1); % equation 1013
1.16612471572750253657*(x338)^-gamma =-0.00069419292784443057 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 1.11596414322093395732*(x336(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 1014
x339 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at339-a339; % equation 1015
at339 = 0 + 1.00000000000000000000*a341(-1); % equation 1016
1.53166385720935949166*(x339)^-gamma =-0.00069400829835317818 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 1.46654176916633005590*(x337(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 1017
x340 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at340-a340; % equation 1018
at340 = 0 + 1.00000000000000000000*a342(-1); % equation 1019
1.17097876676311019040*(x340)^-gamma =-0.00074131123126967499 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 1.12051877920385711818*(x338(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 1020
x341 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at341-a341; % equation 1021
at341 = 0 + 1.00000000000000000000*a343(-1); % equation 1022
1.53725207041811340325*(x341)^-gamma =-0.00069006369923608243 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 1.47176206136767429022*(x339(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 1023
x342 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at342-a342; % equation 1024
at342 = 0 + 1.00000000000000000000*a344(-1); % equation 1025
1.17594768507559432891*(x342)^-gamma =-0.00077653300658695054 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 1.12518299330313475970*(x340(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 1026
x343 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at343-a343; % equation 1027
at343 = 0 + 1.00000000000000000000*a345(-1); % equation 1028
1.54299142273808564951*(x343)^-gamma =-0.00068606069876755386 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 1.47713172531369352214*(x341(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 1029
x344 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at344-a344; % equation 1030
at344 = 0 + 1.00000000000000000000*a346(-1); % equation 1031
1.18103271558255240592*(x344)^-gamma =-0.00079857791617728440 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 1.12995758233840337681*(x342(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 1032
x345 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at345-a345; % equation 1033
at345 = 0 + 1.00000000000000000000*a347(-1); % equation 1034
1.54887775358113510826*(x345)^-gamma =-0.00068200342073985792 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 1.48264661747596449004*(x343(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 1035
x346 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at346-a346; % equation 1036
at346 = 0 + 1.00000000000000000000*a348(-1); % equation 1037
1.18623503902857541092*(x346)^-gamma =-0.00080764084368476808 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 1.13484374253981590286*(x344(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 1038
x347 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at347-a347; % equation 1039
at347 = 0 + 1.00000000000000000000*a349(-1); % equation 1040
1.55490704867284934565*(x347)^-gamma =-0.00067789587552487740 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 1.48830273998266315871*(x345(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 1041
x348 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at348-a348; % equation 1042
at348 = 0 + 1.00000000000000000000*a350(-1); % equation 1043
1.19155414495463718438*(x348)^-gamma =-0.00080894898815219438 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 1.13984260847425811214*(x346(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 1044
x349 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at349-a349; % equation 1045
at349 = 0 + 1.00000000000000000000*a351(-1); % equation 1046
1.56107543497117062792*(x349)^-gamma =-0.00067374196090098991 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 1.49409623555351434021*(x347(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 1047
x350 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at350-a350; % equation 1048
at350 = 0 + 1.00000000000000000000*a352(-1); % equation 1049
1.19698713322565386541*(x350)^-gamma =-0.00080995152507980586 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 1.14495368964623067676*(x348(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 1050
x351 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at351-a351; % equation 1051
at351 = 0 + 1.00000000000000000000*a353(-1); % equation 1052
1.56737917576888463600*(x351)^-gamma =-0.00066954546305569905 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 1.50002338261714607270*(x349(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 1053
x352 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at352-a352; % equation 1054
at352 = 0 + 0.00009800999999999980*a354(-1)+ 0.01940796000000000188*a355(-1)+ 0.00009418643976059981*a356(-1)+ 0.01865081782895760404*a357(-1)+ 0.00009051204402384569*a358(-1)+ 0.01792321324286337558*a359(-1)+ 0.00008698099359311006*a360(-1)+ 0.01722399392322558620*a361(-1)+ 0.00008358769628991526*a362(-1)+ 0.01655205250573234602*a363(-1)+ 0.00008032677809751488*a364(-1)+ 0.01590632482650186641*a365(-1)+ 0.00007719307464998132*a366(-1)+ 0.01528578823674986605*a367(-1)+ 0.00007418162305332073*a368(-1)+ 0.01468945998320507138*a369(-1)+ 0.00007128765402566198*a370(-1)+ 0.01411639565170787723*a371(-1)+ 0.00006850658434407210*a372(-1)+ 0.01356568767152718791*a373(-1)+ 0.00006583400958603622*a374(-1)+ 0.01303646387802683167*a375(-1)+ 0.64550247070815702788*a376(-1)+ 0.01303646387802684034*a377(-1)+ 0.00006583400958603656*a378(-1)+ 0.01356568767152720005*a379(-1)+ 0.00006850658434407246*a380(-1)+ 0.01411639565170789111*a381(-1)+ 0.00007128765402566235*a382(-1)+ 0.01468945998320508525*a383(-1)+ 0.00007418162305332113*a384(-1)+ 0.01528578823674987645*a385(-1)+ 0.00007719307464998174*a386(-1)+ 0.01590632482650188029*a387(-1)+ 0.00008032677809751534*a388(-1)+ 0.01655205250573235989*a389(-1)+ 0.00008358769628991574*a390(-1)+ 0.01722399392322560008*a391(-1)+ 0.00008698099359311056*a392(-1)+ 0.01792321324286338946*a393(-1)+ 0.00009051204402384619*a394(-1)+ 0.01865081782895761792*a395(-1)+ 0.00009418643976060035*a396(-1)+ 0.01940796000000001575*a397(-1)+ 0.00009801000000000036*a398(-1); % equation 1055
1.20253120228466037211*(x352)^-gamma =-0.00081065636021218212 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 1.15017419934194564668*(x350(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 1056
x353 = (1/(chi*taut))*l^(1+1/phi)*(1.03546169726484316165)^taut  + T + (1+r)*at353-a353; % equation 1057
at353 = 0 + 0.00029404000000000030*a399(-1)+ 0.02911194000000002016*a400(-1)+ 0.00028254039846120030*a401(-1)+ 0.02797340201189821990*a402(-1)+ 0.00027149053449399316*a403(-1)+ 0.02687939107181695417*a404(-1)+ 0.00026087281932518359*a405(-1)+ 0.02582816577277099318*a406(-1)+ 0.00025067035206037958*a407(-1)+ 0.02481805281240866828*a408(-1)+ 0.00024086689278176075*a409(-1)+ 0.02384744432950976212*a410(-1)+ 0.00023144683669796567*a411(-1)+ 0.02291479534465029264*a412(-1)+ 0.00022239518930494999*a413(-1)+ 0.02201862130096022413*a414(-1)+ 0.00021369754251827837*a415(-1)+ 0.02115749570105960806*a416(-1)+ 0.00020534005173885732*a417(-1)+ 0.02033004783641173888*a418(-1)+ 0.00019730941381560389*a419(-1)+ 0.01953496060547894528*a420(-1)+ 0.64478589943535458140*a421(-1)+ 0.00651098921629258021*a422(-1)+ 0.00677599125500482572*a423(-1)+ 0.00705177907114485844*a424(-1)+ 0.00733879165376833363*a425(-1)+ 0.00763748585910759697*a426(-1)+ 0.00794833713777887661*a427(-1)+ 0.00827184029158735748*a428(-1)+ 0.00860851026113476983*a429(-1)+ 0.00895888294548318441*a430(-1)+ 0.00932351605517972581*a431(-1)+ 0.00970299000000002763*a432(-1); % equation 1058
1.57381466597234864757*(x353)^-gamma =-0.00066531005713761117 + beta*(1+r(+1))*(+ 0.01272539276160121816*(x318(+1) )^-gamma+ 1.50608059060511467742*(x351(+1) )^-gamma+ 0.03033485917176565252*(x355(+1) )^-gamma+ 0.00037238559952483638*(x399(+1) )^-gamma); % equation 1059
x354 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at354-a354; % equation 1060
at354 = 0 + 0.64264081668510719680*a297(-1)+ 0.02596517821242284862*a298(-1)+ 0.00039341179109731659*a299(-1)+ 0.02703016734647740657*a300(-1)+ 0.00040954799009814324*a301(-1)+ 0.02813883813164081912*a302(-1)+ 0.00042634603229758889*a303(-1)+ 0.02929298221684412465*a304(-1)+ 0.00044383306389157842*a305(-1)+ 0.03049446473738644942*a306(-1)+ 0.00046203734450585607*a307(-1)+ 0.03174522732905579736*a308(-1)+ 0.00048098829286448257*a309(-1)+ 0.03304729126587718779*a310(-1)+ 0.00050071653433147339*a311(-1)+ 0.03440276072655881756*a312(-1)+ 0.00052125395040240722*a313(-1)+ 0.03581382619491500080*a314(-1)+ 0.00054263373022598574*a315(-1)+ 0.03728276799976094208*a316(-1)+ 0.00056489042423880313*a317(-1)+ 0.03881196000000015217*a318(-1)+ 0.00058806000000000331*a319(-1); % equation 1061
0.95830474986016644934*(x354)^-gamma =-0.00007315012671931248 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 0.92167074727565223569*(x356(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1062
x355 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at355-a355; % equation 1063
at355 = 0 + 0.00970298999999997906*a320(-1)+ 0.00932351605517967898*a321(-1)+ 0.00895888294548313931*a322(-1)+ 0.00860851026113472646*a323(-1)+ 0.00827184029158731585*a324(-1)+ 0.00794833713777883671*a325(-1)+ 0.00763748585910755708*a326(-1)+ 0.00733879165376829547*a327(-1)+ 0.00705177907114482028*a328(-1)+ 0.00677599125500479016*a329(-1)+ 0.00651098921629254552*a330(-1)+ 0.64478589943535435935*a331(-1)+ 0.01953496060547895916*a332(-1)+ 0.00019730941381560416*a333(-1)+ 0.02033004783641175275*a334(-1)+ 0.00020534005173885765*a335(-1)+ 0.02115749570105962193*a336(-1)+ 0.00021369754251827872*a337(-1)+ 0.02201862130096024148*a338(-1)+ 0.00022239518930495034*a339(-1)+ 0.02291479534465030998*a340(-1)+ 0.00023144683669796599*a341(-1)+ 0.02384744432950977946*a342(-1)+ 0.00024086689278176110*a343(-1)+ 0.02481805281240868563*a344(-1)+ 0.00025067035206037996*a345(-1)+ 0.02582816577277101400*a346(-1)+ 0.00026087281932518402*a347(-1)+ 0.02687939107181697498*a348(-1)+ 0.00027149053449399360*a349(-1)+ 0.02797340201189824418*a350(-1)+ 0.00028254039846120074*a351(-1)+ 0.02911194000000004098*a352(-1)+ 0.00029404000000000073*a353(-1); % equation 1064
1.04200747774849866722*(x355)^-gamma =-0.00009558949475863713 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.00104210631490908590*(x357(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1065
x356 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at356-a356; % equation 1066
at356 = 0 + 1.00000000000000000000*a354(-1); % equation 1067
0.95908657520224782633*(x356)^-gamma =-0.00007554083635064104 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 0.92225157306447824723*(x358(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1068
x357 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at357-a357; % equation 1069
at357 = 0 + 1.00000000000000000000*a355(-1); % equation 1070
1.04168006657117984126*(x357)^-gamma =-0.00009708827404469346 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.00062703552027865150*(x359(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1071
x358 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at358-a358; % equation 1072
at358 = 0 + 1.00000000000000000000*a356(-1); % equation 1073
0.95969097999456742798*(x358)^-gamma =-0.00007933442726158780 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 0.92271403081420277914*(x360(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1074
x359 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at359-a359; % equation 1075
at359 = 0 + 1.00000000000000000000*a357(-1); % equation 1076
1.04124814570565904503*(x359)^-gamma =-0.00009941076614780595 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.00014219928614100930*(x361(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1077
x360 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at360-a360; % equation 1078
at360 = 0 + 1.00000000000000000000*a358(-1); % equation 1079
0.96017221151967568904*(x360)^-gamma =-0.00008687240579940043 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 0.92308710326979726002*(x362(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1080
x361 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at361-a361; % equation 1081
at361 = 0 + 1.00000000000000000000*a359(-1); % equation 1082
1.04074362722689905958*(x361)^-gamma =-0.00010372725107324048 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 0.99960482604786560223*(x363(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1083
x362 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at362-a362; % equation 1084
at362 = 0 + 1.00000000000000000000*a360(-1); % equation 1085
0.96056042909606720315*(x362)^-gamma =-0.00009236492694690325 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 0.92338646762936660295*(x364(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1086
x363 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at363-a363; % equation 1087
at363 = 0 + 1.00000000000000000000*a361(-1); % equation 1088
1.04018443896989265518*(x363)^-gamma =-0.00010679585214100954 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 0.99902433840783044783*(x365(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1089
x364 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at364-a364; % equation 1090
at364 = 0 + 1.00000000000000000000*a362(-1); % equation 1091
0.96087194634797712389*(x364)^-gamma =-0.00009602320711775703 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 0.92362264913536940014*(x366(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1092
x365 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at365-a365; % equation 1093
at365 = 0 + 1.00000000000000000000*a363(-1); % equation 1094
1.03958038605373559449*(x365)^-gamma =-0.00010877496362195970 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 0.99840714716293321729*(x367(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1095
x366 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at366-a366; % equation 1096
at366 = 0 + 1.00000000000000000000*a364(-1); % equation 1097
0.96111771579697813372*(x366)^-gamma =-0.00009852126386899660 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 0.92380352884611294240*(x368(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1098
x367 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at367-a367; % equation 1099
at367 = 0 + 1.00000000000000000000*a365(-1); % equation 1100
1.03893813952582636517*(x367)^-gamma =-0.00011005943931459437 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 0.99775810058171021666*(x369(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1101
x368 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at368-a368; % equation 1102
at368 = 0 + 1.00000000000000000000*a366(-1); % equation 1103
0.96130593843810396848*(x368)^-gamma =-0.00010022320129349848 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 0.92393528958180604072*(x370(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1104
x369 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at369-a369; % equation 1105
at369 = 0 + 1.00000000000000000000*a367(-1); % equation 1106
1.03826274447333943840*(x369)^-gamma =-0.00011086456415015033 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 0.99708103281492765912*(x371(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1107
x370 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at370-a370; % equation 1108
at370 = 0 + 1.00000000000000000000*a368(-1); % equation 1109
0.96144304808720104649*(x370)^-gamma =-0.00010135118008698252 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 0.92402293967177284717*(x372(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1110
x371 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at371-a371; % equation 1111
at371 = 0 + 1.00000000000000000000*a369(-1); % equation 1112
1.03755819069690380374*(x371)^-gamma =-0.00011132265738269638 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 0.99637907061243968787*(x373(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1113
x372 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at372-a372; % equation 1114
at372 = 0 + 1.00000000000000000000*a370(-1); % equation 1115
0.96153425639000422720*(x372)^-gamma =-0.00010205160233032371 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 0.92407063354419249901*(x374(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1116
x373 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at373-a373; % equation 1117
at373 = 0 + 1.00000000000000000000*a371(-1); % equation 1118
1.03682773187883281452*(x373)^-gamma =-0.00011152142709990097 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 0.99565482256845416753*(x375(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1119
x374 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at374-a374; % equation 1120
at374 = 0 + 1.00000000000000000000*a372(-1); % equation 1121
0.96158388642642700361*(x374)^-gamma =-0.00010242600769903278 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.13306493337579539116*(x376(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1122
x375 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at375-a375; % equation 1123
at375 = 0 + 1.00000000000000000000*a373(-1); % equation 1124
1.03607408251092536489*(x375)^-gamma =-0.00011152200294872794 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.13306493337579539116*(x376(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1125
x376 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at376-a376; % equation 1126
at376 = 0 + 0.00009800999999999983*a374(-1)+ 0.01940795999999999841*a375(-1)+ 0.96098805999999992178*a376(-1)+ 0.01940796000000001229*a377(-1)+ 0.00009801000000000033*a378(-1); % equation 1127
1.17906244680687843918*(x376)^-gamma =-0.00012803532919787846 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.13306493337579539116*(x376(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1128
x377 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at377-a377; % equation 1129
at377 = 0 + 1.00000000000000000000*a379(-1); % equation 1130
1.43256200512304210370*(x377)^-gamma =-0.00016930727852651448 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.13306493337579539116*(x376(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1131
x378 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at378-a378; % equation 1132
at378 = 0 + 1.00000000000000000000*a380(-1); % equation 1133
1.84415445425450807981*(x378)^-gamma =-0.00018435905817421470 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.13306493337579539116*(x376(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1134
x379 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at379-a379; % equation 1135
at379 = 0 + 1.00000000000000000000*a381(-1); % equation 1136
1.43650848156057953098*(x379)^-gamma =-0.00016960369513158478 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.37667498213290229181*(x377(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1137
x380 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at380-a380; % equation 1138
at380 = 0 + 1.00000000000000000000*a382(-1); % equation 1139
1.85003819415648895763*(x380)^-gamma =-0.00018423121651832037 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.77221041133439860538*(x378(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1140
x381 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at381-a381; % equation 1141
at381 = 0 + 1.00000000000000000000*a383(-1); % equation 1142
1.44047544925257198223*(x381)^-gamma =-0.00016989597209345766 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.38046749886844710709*(x379(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1143
x382 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at382-a382; % equation 1144
at382 = 0 + 1.00000000000000000000*a384(-1); % equation 1145
1.85594767563737828020*(x382)^-gamma =-0.00018409900063636212 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.77786461512834770282*(x380(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1146
x383 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at383-a383; % equation 1147
at383 = 0 + 1.00000000000000000000*a385(-1); % equation 1148
1.44446291482601285594*(x383)^-gamma =-0.00017018407754963431 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.38427970745485762194*(x381(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1149
x384 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at384-a384; % equation 1150
at384 = 0 + 1.00000000000000000000*a386(-1); % equation 1151
1.86188288018350700526*(x384)^-gamma =-0.00018396243944078340 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.78354355627227345593*(x382(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1152
x385 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at385-a385; % equation 1153
at385 = 0 + 1.00000000000000000000*a387(-1); % equation 1154
1.44847088543750057710*(x385)^-gamma =-0.00017046797685276271 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.38811161426059537227*(x383(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1155
x386 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at386-a386; % equation 1156
at386 = 0 + 1.00000000000000000000*a388(-1); % equation 1157
1.86784379183025217586*(x386)^-gamma =-0.00018382156218529485 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.78924721697476085680*(x384(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1158
x387 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at387-a387; % equation 1159
at387 = 0 + 1.00000000000000000000*a389(-1); % equation 1160
1.45249936868359008635*(x387)^-gamma =-0.00017074763186905411 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.39196322616306589204*(x385(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1161
x388 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at388-a388; % equation 1162
at388 = 0 + 1.00000000000000000000*a390(-1); % equation 1163
1.87383039707012555297*(x388)^-gamma =-0.00018367639845720367 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.79497558189399786244*(x386(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1164
x389 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at389-a389; % equation 1165
at389 = 0 + 1.00000000000000000000*a391(-1); % equation 1166
1.45654837250601154608*(x389)^-gamma =-0.00017102300009802661 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.39583455046246807107*(x387(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1167
x390 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at390-a390; % equation 1168
at390 = 0 + 1.00000000000000000000*a392(-1); % equation 1169
1.87984268476456883867*(x390)^-gamma =-0.00018352697816969739 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.80072863804944960364*(x388(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1170
x391 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at391-a391; % equation 1171
at391 = 0 + 1.00000000000000000000*a393(-1); % equation 1172
1.46061790509022060291*(x391)^-gamma =-0.00017129403355897616 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.39972559479070945976*(x389(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1173
x392 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at392-a392; % equation 1174
at392 = 0 + 1.00000000000000000000*a394(-1); % equation 1175
1.88588064605930072481*(x392)^-gamma =-0.00018337333155408418 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.80650637473709463343*(x390(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1176
x393 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at393-a393; % equation 1177
at393 = 0 + 1.00000000000000000000*a395(-1); % equation 1178
1.46470797475529068699*(x393)^-gamma =-0.00017156067736977143 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.40363636701391536477*(x391(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1179
x394 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at394-a394; % equation 1180
at394 = 0 + 1.00000000000000000000*a396(-1); % equation 1181
1.89194427430310563309*(x394)^-gamma =-0.00018321548915199078 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.81230878344807400104*(x392(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1182
x395 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at395-a395; % equation 1183
at395 = 0 + 1.00000000000000000000*a397(-1); % equation 1184
1.46881858983261093243*(x395)^-gamma =-0.00017182286791548386 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.40756687512661571304*(x393(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1185
x396 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at396-a396; % equation 1186
at396 = 0 + 1.00000000000000000000*a398(-1); % equation 1187
1.89803356496988584468*(x396)^-gamma =-0.00018305348180752118 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.81813585779064945669*(x394(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1188
x397 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at397-a397; % equation 1189
at397 = 0 + 0.00029404000000000035*a399(-1)+ 0.02911194000000002016*a400(-1)+ 0.00028254039846120030*a401(-1)+ 0.02797340201189822337*a402(-1)+ 0.00027149053449399316*a403(-1)+ 0.02687939107181695417*a404(-1)+ 0.00026087281932518365*a405(-1)+ 0.02582816577277099318*a406(-1)+ 0.00025067035206037958*a407(-1)+ 0.02481805281240866828*a408(-1)+ 0.00024086689278176077*a409(-1)+ 0.02384744432950976212*a410(-1)+ 0.00023144683669796567*a411(-1)+ 0.02291479534465029611*a412(-1)+ 0.00022239518930495001*a413(-1)+ 0.02201862130096022413*a414(-1)+ 0.00021369754251827840*a415(-1)+ 0.02115749570105960806*a416(-1)+ 0.00020534005173885732*a417(-1)+ 0.02033004783641173888*a418(-1)+ 0.00019730941381560389*a419(-1)+ 0.01953496060547894528*a420(-1)+ 0.64478589943535458140*a421(-1)+ 0.00651098921629258021*a422(-1)+ 0.00677599125500482572*a423(-1)+ 0.00705177907114485757*a424(-1)+ 0.00733879165376833363*a425(-1)+ 0.00763748585910759697*a426(-1)+ 0.00794833713777887835*a427(-1)+ 0.00827184029158735921*a428(-1)+ 0.00860851026113476983*a429(-1)+ 0.00895888294548318441*a430(-1)+ 0.00932351605517972581*a431(-1)+ 0.00970299000000002763*a432(-1); % equation 1190
1.47294975853010834399*(x397)^-gamma =-0.00017208053046413122 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.41151712713517651920*(x395(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1191
x398 = (1/(chi*taut))*l^(1+1/phi)*(2.00000000000000000000)^taut  + T + (1+r)*at398-a398; % equation 1192
at398 = 0 + 0.00058805999999999995*a433(-1)+ 0.03881195999999996482*a434(-1)+ 0.00056489042423879998*a435(-1)+ 0.03728276799976076167*a436(-1)+ 0.00054263373022598281*a437(-1)+ 0.03581382619491482733*a438(-1)+ 0.00052125395040240440*a439(-1)+ 0.03440276072655866491*a440(-1)+ 0.00050071653433147079*a441(-1)+ 0.03304729126587703514*a442(-1)+ 0.00048098829286448018*a443(-1)+ 0.03174522732905565164*a444(-1)+ 0.00046203734450585380*a445(-1)+ 0.03049446473738631758*a446(-1)+ 0.00044383306389157625*a447(-1)+ 0.02929298221684399975*a448(-1)+ 0.00042634603229758689*a449(-1)+ 0.02813883813164070810*a450(-1)+ 0.00040954799009814135*a451(-1)+ 0.02703016734647730249*a452(-1)+ 0.00039341179109731475*a453(-1)+ 0.02596517821242274801*a454(-1)+ 0.64264081668510830703*a455(-1); % equation 1193
1.90414851558388020791*(x398)^-gamma =-0.00018288734065937653 + beta*(1+r(+1))*(+ 0.00015346517950141184*(x319(+1) )^-gamma+ 0.02333867747269261633*(x352(+1) )^-gamma+ 1.82398759341529470568*(x396(+1) )^-gamma+ 0.02694405519406073771*(x400(+1) )^-gamma+ 0.00016910328634133333*(x433(+1) )^-gamma); % equation 1194
x399 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at399-a399; % equation 1195
at399 = 0 + 0.00970298999999998080*a320(-1)+ 0.00932351605517968071*a321(-1)+ 0.00895888294548313931*a322(-1)+ 0.00860851026113472820*a323(-1)+ 0.00827184029158731758*a324(-1)+ 0.00794833713777883671*a325(-1)+ 0.00763748585910755881*a326(-1)+ 0.00733879165376829720*a327(-1)+ 0.00705177907114482201*a328(-1)+ 0.00677599125500479103*a329(-1)+ 0.00651098921629254639*a330(-1)+ 0.64478589943535447038*a331(-1)+ 0.01953496060547896263*a332(-1)+ 0.00019730941381560421*a333(-1)+ 0.02033004783641175275*a334(-1)+ 0.00020534005173885765*a335(-1)+ 0.02115749570105962887*a336(-1)+ 0.00021369754251827872*a337(-1)+ 0.02201862130096024148*a338(-1)+ 0.00022239518930495034*a339(-1)+ 0.02291479534465031345*a340(-1)+ 0.00023144683669796602*a341(-1)+ 0.02384744432950978293*a342(-1)+ 0.00024086689278176115*a343(-1)+ 0.02481805281240868910*a344(-1)+ 0.00025067035206038002*a345(-1)+ 0.02582816577277101747*a346(-1)+ 0.00026087281932518408*a347(-1)+ 0.02687939107181697498*a348(-1)+ 0.00027149053449399360*a349(-1)+ 0.02797340201189824765*a350(-1)+ 0.00028254039846120074*a351(-1)+ 0.02911194000000005139*a352(-1)+ 0.00029404000000000078*a353(-1); % equation 1196
1.26644537996475192720*(x399)^-gamma =-0.00006163936835654367 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.22354989666956615046*(x401(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1197
x400 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at400-a400; % equation 1198
at400 = 0 + 0.00009800999999999980*a354(-1)+ 0.01940796000000000188*a355(-1)+ 0.00009418643976059981*a356(-1)+ 0.01865081782895760404*a357(-1)+ 0.00009051204402384569*a358(-1)+ 0.01792321324286337558*a359(-1)+ 0.00008698099359311006*a360(-1)+ 0.01722399392322558620*a361(-1)+ 0.00008358769628991526*a362(-1)+ 0.01655205250573234602*a363(-1)+ 0.00008032677809751488*a364(-1)+ 0.01590632482650186641*a365(-1)+ 0.00007719307464998132*a366(-1)+ 0.01528578823674986605*a367(-1)+ 0.00007418162305332073*a368(-1)+ 0.01468945998320507138*a369(-1)+ 0.00007128765402566198*a370(-1)+ 0.01411639565170787723*a371(-1)+ 0.00006850658434407210*a372(-1)+ 0.01356568767152718791*a373(-1)+ 0.00006583400958603622*a374(-1)+ 0.01303646387802683167*a375(-1)+ 0.64550247070815702788*a376(-1)+ 0.01303646387802684034*a377(-1)+ 0.00006583400958603656*a378(-1)+ 0.01356568767152720005*a379(-1)+ 0.00006850658434407246*a380(-1)+ 0.01411639565170789111*a381(-1)+ 0.00007128765402566235*a382(-1)+ 0.01468945998320508525*a383(-1)+ 0.00007418162305332113*a384(-1)+ 0.01528578823674987645*a385(-1)+ 0.00007719307464998174*a386(-1)+ 0.01590632482650188029*a387(-1)+ 0.00008032677809751534*a388(-1)+ 0.01655205250573235989*a389(-1)+ 0.00008358769628991574*a390(-1)+ 0.01722399392322560008*a391(-1)+ 0.00008698099359311056*a392(-1)+ 0.01792321324286338946*a393(-1)+ 0.00009051204402384619*a394(-1)+ 0.01865081782895761792*a395(-1)+ 0.00009418643976060035*a396(-1)+ 0.01940796000000001575*a397(-1)+ 0.00009801000000000036*a398(-1); % equation 1199
1.38829919239635257711*(x400)^-gamma =-0.00008100841156190762 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.33895200736696962096*(x402(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1200
x401 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at401-a401; % equation 1201
at401 = 0 + 1.00000000000000000000*a399(-1); % equation 1202
1.27334927527585106688*(x401)^-gamma =-0.00006550006909835054 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.22994252821945515564*(x403(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1203
x402 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at402-a402; % equation 1204
at402 = 0 + 1.00000000000000000000*a400(-1); % equation 1205
1.39344833655796507266*(x402)^-gamma =-0.00008421329390451955 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.34378255406758695401*(x404(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1206
x403 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at403-a403; % equation 1207
at403 = 0 + 1.00000000000000000000*a401(-1); % equation 1208
1.28000209162058187218*(x403)^-gamma =-0.00007094227149473044 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.23613449752769355428*(x405(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1209
x404 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at404-a404; % equation 1210
at404 = 0 + 1.00000000000000000000*a402(-1); % equation 1211
1.39847549005383786636*(x404)^-gamma =-0.00008730325397683852 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.34850779066445625176*(x406(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1212
x405 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at405-a405; % equation 1213
at405 = 0 + 1.00000000000000000000*a403(-1); % equation 1214
1.28644607862318527403*(x405)^-gamma =-0.00007057548976570819 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.24214723826759043668*(x407(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1215
x406 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at406-a406; % equation 1216
at406 = 0 + 1.00000000000000000000*a404(-1); % equation 1217
1.40339304724746605224*(x406)^-gamma =-0.00009090617786437222 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.35313756143074037652*(x408(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1218
x407 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at407-a407; % equation 1219
at407 = 0 + 1.00000000000000000000*a405(-1); % equation 1220
1.29270354232320228149*(x407)^-gamma =-0.00007920165054549635 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.24800680781987272105*(x409(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1221
x408 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at408-a408; % equation 1222
at408 = 0 + 1.00000000000000000000*a406(-1); % equation 1223
1.40821125308115369101*(x408)^-gamma =-0.00009453944778080782 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.35767969665245602506*(x410(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1224
x409 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at409-a409; % equation 1225
at409 = 0 + 1.00000000000000000000*a407(-1); % equation 1226
1.29880160065587535456*(x409)^-gamma =-0.00008797306718060482 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.25372944425488563880*(x411(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1227
x410 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at410-a410; % equation 1228
at410 = 0 + 1.00000000000000000000*a408(-1); % equation 1229
1.41293825653930404940*(x410)^-gamma =-0.00009739878378114443 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.36214012315576482592*(x412(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1230
x411 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at411-a411; % equation 1231
at411 = 0 + 1.00000000000000000000*a409(-1); % equation 1232
1.30475715259292779358*(x411)^-gamma =-0.00009479534597825293 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.25932702520260053625*(x413(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1233
x412 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at412-a412; % equation 1234
at412 = 0 + 1.00000000000000000000*a410(-1); % equation 1235
1.41758022567425245875*(x412)^-gamma =-0.00009962646271092647 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.36652383808397526188*(x414(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1236
x413 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at413-a413; % equation 1237
at413 = 0 + 1.00000000000000000000*a411(-1); % equation 1238
1.31058255919258659361*(x413)^-gamma =-0.00010019193119197694 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.26480933986691090887*(x415(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1239
x414 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at414-a414; % equation 1240
at414 = 0 + 1.00000000000000000000*a412(-1); % equation 1241
1.42214236101670676859*(x414)^-gamma =-0.00010136098159101101 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.37083512844809418674*(x416(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1242
x415 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at415-a415; % equation 1243
at415 = 0 + 1.00000000000000000000*a413(-1); % equation 1244
1.31628800808652668408*(x415)^-gamma =-0.00010450715822677720 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.27018450753947753640*(x417(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1245
x416 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at416-a416; % equation 1246
at416 = 0 + 1.00000000000000000000*a414(-1); % equation 1247
1.42662912406216779715*(x416)^-gamma =-0.00010270020848674285 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.37507772868839195368*(x418(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1248
x417 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at417-a417; % equation 1249
at417 = 0 + 1.00000000000000000000*a415(-1); % equation 1250
1.32188194902753708426*(x417)^-gamma =-0.00010797363341490120 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.27545938807353453903*(x419(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1251
x418 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at418-a418; % equation 1252
at418 = 0 + 1.00000000000000000000*a416(-1); % equation 1253
1.43104440124536491652*(x418)^-gamma =-0.00010371676337875357 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.37925494040802387730*(x420(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1254
x419 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at419-a419; % equation 1255
at419 = 0 + 1.00000000000000000000*a417(-1); % equation 1256
1.32737152106991218581*(x419)^-gamma =-0.00011075855510202438 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.57253729140713383039*(x421(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1257
x420 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at420-a420; % equation 1258
at420 = 0 + 1.00000000000000000000*a418(-1); % equation 1259
1.43539162854712465389*(x420)^-gamma =-0.00010446650036093168 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.57253729140713383039*(x421(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1260
x421 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at421-a421; % equation 1261
at421 = 0 + 0.00029404000000000030*a419(-1)+ 0.02911194000000001669*a420(-1)+ 0.96089102999999997934*a421(-1)+ 0.00970299000000002763*a422(-1); % equation 1262
1.63654071305789372559*(x421)^-gamma =-0.00007929952533290317 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.57253729140713383039*(x421(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1263
x422 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at422-a422; % equation 1264
at422 = 0 + 1.00000000000000000000*a423(-1); % equation 1265
1.98103319031002467199*(x422)^-gamma =-0.00004239327351009333 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.57253729140713383039*(x421(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1266
x423 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at423-a423; % equation 1267
at423 = 0 + 1.00000000000000000000*a424(-1); % equation 1268
1.98058016821717797207*(x423)^-gamma =-0.00004266340395549977 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.90355702270118554154*(x422(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1269
x424 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at424-a424; % equation 1270
at424 = 0 + 1.00000000000000000000*a425(-1); % equation 1271
1.98011862172255925785*(x424)^-gamma =-0.00004293383887759487 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.90312171783577732675*(x423(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1272
x425 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at425-a425; % equation 1273
at425 = 0 + 1.00000000000000000000*a426(-1); % equation 1274
1.97964848090937795000*(x425)^-gamma =-0.00004320429743768095 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.90267822194917024525*(x424(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1275
x426 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at426-a426; % equation 1276
at426 = 0 + 1.00000000000000000000*a427(-1); % equation 1277
1.97916966718922116009*(x426)^-gamma =-0.00004347445159426223 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.90222646785894755617*(x425(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1278
x427 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at427-a427; % equation 1279
at427 = 0 + 1.00000000000000000000*a428(-1); % equation 1280
1.97868209297190800200*(x427)^-gamma =-0.00004374391648327759 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.90176638005020781641*(x426(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1281
x428 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at428-a428; % equation 1282
at428 = 0 + 1.00000000000000000000*a429(-1); % equation 1283
1.97818566126036454733*(x428)^-gamma =-0.00004401223803069913 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.90129787435833241815*(x427(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1284
x429 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at429-a429; % equation 1285
at429 = 0 + 1.00000000000000000000*a430(-1); % equation 1286
1.97768026515076633665*(x429)^-gamma =-0.00004427887657258597 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.90082085757970276063*(x428(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1287
x430 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at430-a430; % equation 1288
at430 = 0 + 1.00000000000000000000*a431(-1); % equation 1289
1.97716578721008851005*(x430)^-gamma =-0.00004454318433704548 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.90033522699139290069*(x429(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1290
x431 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at431-a431; % equation 1291
at431 = 0 + 1.00000000000000000000*a432(-1); % equation 1292
1.97664209869446860779*(x431)^-gamma =-0.00004480437266162078 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.89984086975306265543*(x430(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1293
x432 = (1/(chi*taut))*l^(1+1/phi)*(3.86301107087393091888)^taut  + T + (1+r)*at432-a432; % equation 1294
at432 = 0 + 0.00058805999999999995*a433(-1)+ 0.03881195999999995788*a434(-1)+ 0.00056489042423879998*a435(-1)+ 0.03728276799976076167*a436(-1)+ 0.00054263373022598281*a437(-1)+ 0.03581382619491482733*a438(-1)+ 0.00052125395040240440*a439(-1)+ 0.03440276072655865797*a440(-1)+ 0.00050071653433147079*a441(-1)+ 0.03304729126587703514*a442(-1)+ 0.00048098829286448013*a443(-1)+ 0.03174522732905565858*a444(-1)+ 0.00046203734450585374*a445(-1)+ 0.03049446473738631758*a446(-1)+ 0.00044383306389157620*a447(-1)+ 0.02929298221684399975*a448(-1)+ 0.00042634603229758689*a449(-1)+ 0.02813883813164070463*a450(-1)+ 0.00040954799009814135*a451(-1)+ 0.02703016734647729902*a452(-1)+ 0.00039341179109731470*a453(-1)+ 0.02596517821242274801*a454(-1)+ 0.64264081668510830703*a455(-1); % equation 1295
1.97610905857134566688*(x432)^-gamma =-0.00004506146289775564 + beta*(1+r(+1))*(+ 0.00046276446438251020*(x353(+1) )^-gamma+ 0.04288042499334304009*(x397(+1) )^-gamma+ 1.89933766215588950566*(x431(+1) )^-gamma+ 0.01855723819885813849*(x434(+1) )^-gamma); % equation 1296
x433 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at433-a433; % equation 1297
at433 = 0 + 0.00009800999999999980*a354(-1)+ 0.01940796000000000188*a355(-1)+ 0.00009418643976059980*a356(-1)+ 0.01865081782895760057*a357(-1)+ 0.00009051204402384569*a358(-1)+ 0.01792321324286337558*a359(-1)+ 0.00008698099359311005*a360(-1)+ 0.01722399392322558620*a361(-1)+ 0.00008358769628991526*a362(-1)+ 0.01655205250573234602*a363(-1)+ 0.00008032677809751486*a364(-1)+ 0.01590632482650186641*a365(-1)+ 0.00007719307464998131*a366(-1)+ 0.01528578823674986431*a367(-1)+ 0.00007418162305332073*a368(-1)+ 0.01468945998320507311*a369(-1)+ 0.00007128765402566197*a370(-1)+ 0.01411639565170787550*a371(-1)+ 0.00006850658434407210*a372(-1)+ 0.01356568767152718791*a373(-1)+ 0.00006583400958603621*a374(-1)+ 0.01303646387802683167*a375(-1)+ 0.64550247070815702788*a376(-1)+ 0.01303646387802684208*a377(-1)+ 0.00006583400958603657*a378(-1)+ 0.01356568767152720005*a379(-1)+ 0.00006850658434407245*a380(-1)+ 0.01411639565170788937*a381(-1)+ 0.00007128765402566235*a382(-1)+ 0.01468945998320508699*a383(-1)+ 0.00007418162305332113*a384(-1)+ 0.01528578823674987819*a385(-1)+ 0.00007719307464998174*a386(-1)+ 0.01590632482650187682*a387(-1)+ 0.00008032677809751534*a388(-1)+ 0.01655205250573235642*a389(-1)+ 0.00008358769628991575*a390(-1)+ 0.01722399392322560008*a391(-1)+ 0.00008698099359311056*a392(-1)+ 0.01792321324286338946*a393(-1)+ 0.00009051204402384619*a394(-1)+ 0.01865081782895761445*a395(-1)+ 0.00009418643976060034*a396(-1)+ 0.01940796000000001575*a397(-1)+ 0.00009801000000000036*a398(-1); % equation 1298
1.72536768025031128637*(x433)^-gamma =-0.00007604580072621147 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 1.67455994967331434076*(x435(+1) )^-gamma); % equation 1299
x434 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at434-a434; % equation 1300
at434 = 0 + 0.00029404000000000030*a399(-1)+ 0.02911194000000002016*a400(-1)+ 0.00028254039846120030*a401(-1)+ 0.02797340201189822337*a402(-1)+ 0.00027149053449399316*a403(-1)+ 0.02687939107181695417*a404(-1)+ 0.00026087281932518359*a405(-1)+ 0.02582816577277099318*a406(-1)+ 0.00025067035206037958*a407(-1)+ 0.02481805281240866828*a408(-1)+ 0.00024086689278176075*a409(-1)+ 0.02384744432950975865*a410(-1)+ 0.00023144683669796564*a411(-1)+ 0.02291479534465029264*a412(-1)+ 0.00022239518930494999*a413(-1)+ 0.02201862130096022413*a414(-1)+ 0.00021369754251827840*a415(-1)+ 0.02115749570105960459*a416(-1)+ 0.00020534005173885732*a417(-1)+ 0.02033004783641173541*a418(-1)+ 0.00019730941381560386*a419(-1)+ 0.01953496060547894528*a420(-1)+ 0.64478589943535458140*a421(-1)+ 0.00651098921629257935*a422(-1)+ 0.00677599125500482572*a423(-1)+ 0.00705177907114485671*a424(-1)+ 0.00733879165376833276*a425(-1)+ 0.00763748585910759611*a426(-1)+ 0.00794833713777887661*a427(-1)+ 0.00827184029158735748*a428(-1)+ 0.00860851026113476983*a429(-1)+ 0.00895888294548318441*a430(-1)+ 0.00932351605517972581*a431(-1)+ 0.00970299000000002590*a432(-1); % equation 1301
1.91252780832074686934*(x434)^-gamma =-0.00011104564022689874 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 1.85209942737989829986*(x436(+1) )^-gamma); % equation 1302
x435 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at435-a435; % equation 1303
at435 = 0 + 1.00000000000000000000*a433(-1); % equation 1304
1.74324378985861971891*(x435)^-gamma =-0.00008158027764346756 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 1.69138951590743147335*(x437(+1) )^-gamma); % equation 1305
x436 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at436-a436; % equation 1306
at436 = 0 + 1.00000000000000000000*a434(-1); % equation 1307
1.92806523624943060291*(x436)^-gamma =-0.00011458957477029991 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 1.86682796547185891889*(x438(+1) )^-gamma); % equation 1308
x437 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at437-a437; % equation 1309
at437 = 0 + 1.00000000000000000000*a435(-1); % equation 1310
1.76076363847876771196*(x437)^-gamma =-0.00008675052784281256 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 1.70791290876537815713*(x439(+1) )^-gamma); % equation 1311
x438 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at438-a438; % equation 1312
at438 = 0 + 1.00000000000000000000*a436(-1); % equation 1313
1.94339788084511400079*(x438)^-gamma =-0.00011801786339665737 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 1.88137294047354419746*(x440(+1) )^-gamma); % equation 1314
x439 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at439-a439; % equation 1315
at439 = 0 + 1.00000000000000000000*a437(-1); % equation 1316
1.77796475569922263205*(x439)^-gamma =-0.00008989891997220712 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 1.72415603619018065196*(x441(+1) )^-gamma); % equation 1317
x440 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at440-a440; % equation 1318
at440 = 0 + 1.00000000000000000000*a438(-1); % equation 1319
1.95853943331702362585*(x440)^-gamma =-0.00012144551778554552 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 1.89574567710555985656*(x442(+1) )^-gamma); % equation 1320
x441 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at441-a441; % equation 1321
at441 = 0 + 1.00000000000000000000*a439(-1); % equation 1322
1.79487411210458347455*(x441)^-gamma =-0.00009399886854133960 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 1.74014249047562863382*(x443(+1) )^-gamma); % equation 1323
x442 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at442-a442; % equation 1324
at442 = 0 + 1.00000000000000000000*a440(-1); % equation 1325
1.97350168288110916492*(x442)^-gamma =-0.00012496509356180963 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 1.90995615985318845098*(x444(+1) )^-gamma); % equation 1326
x443 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at443-a443; % equation 1327
at443 = 0 + 1.00000000000000000000*a441(-1); % equation 1328
1.81151626765141982034*(x443)^-gamma =-0.00010156446642350257 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 1.75589518334079519590*(x445(+1) )^-gamma); % equation 1329
x444 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at444-a444; % equation 1330
at444 = 0 + 1.00000000000000000000*a442(-1); % equation 1331
1.98829502354683418375*(x444)^-gamma =-0.00012820423464276717 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 1.92401279877267206153*(x446(+1) )^-gamma); % equation 1332
x445 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at445-a445; % equation 1333
at445 = 0 + 1.00000000000000000000*a443(-1); % equation 1334
1.82791507380709616903*(x445)^-gamma =-0.00010993751484494405 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 1.77143189059032613031*(x447(+1) )^-gamma); % equation 1335
x446 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at446-a446; % equation 1336
at446 = 0 + 1.00000000000000000000*a444(-1); % equation 1337
2.00292821031775591933*(x446)^-gamma =-0.00013087813952636864 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 1.93792268380180465748*(x448(+1) )^-gamma); % equation 1338
x447 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at447-a447; % equation 1339
at447 = 0 + 1.00000000000000000000*a445(-1); % equation 1340
1.84408903546960933895*(x447)^-gamma =-0.00011710554708619503 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 1.78676604350015266753*(x449(+1) )^-gamma); % equation 1341
x448 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at448-a448; % equation 1342
at448 = 0 + 1.00000000000000000000*a446(-1); % equation 1343
2.01740862393293474142*(x448)^-gamma =-0.00013299726051873681 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 1.95169206062903799470*(x450(+1) )^-gamma); % equation 1344
x449 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at449-a449; % equation 1345
at449 = 0 + 1.00000000000000000000*a447(-1); % equation 1346
1.86005213481282050125*(x449)^-gamma =-0.00012297172565206135 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 1.80190898651865372138*(x451(+1) )^-gamma); % equation 1347
x450 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at450-a450; % equation 1348
at450 = 0 + 1.00000000000000000000*a448(-1); % equation 1349
2.03174276625431327048*(x450)^-gamma =-0.00013464933146141829 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 1.96532655955188739760*(x452(+1) )^-gamma); % equation 1350
x451 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at451-a451; % equation 1351
at451 = 0 + 1.00000000000000000000*a449(-1); % equation 1352
1.87581618158960794496*(x451)^-gamma =-0.00012777262342631205 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 1.81687070368881009585*(x453(+1) )^-gamma); % equation 1353
x452 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at452-a452; % equation 1354
at452 = 0 + 1.00000000000000000000*a450(-1); % equation 1355
2.04593649851198966516*(x452)^-gamma =-0.00013591099933056916 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 1.97883129944474145390*(x454(+1) )^-gamma); % equation 1356
x453 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at453-a453; % equation 1357
at453 = 0 + 1.00000000000000000000*a451(-1); % equation 1358
1.89139156934899177465*(x453)^-gamma =-0.00013169985875356008 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 2.26690102609341215256*(x455(+1) )^-gamma); % equation 1359
x454 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at454-a454; % equation 1360
at454 = 0 + 1.00000000000000000000*a452(-1); % equation 1361
2.05999514953637774539*(x454)^-gamma =-0.00013684356391545366 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 2.26690102609341215256*(x455(+1) )^-gamma); % equation 1362
x455 = (1/(chi*taut))*l^(1+1/phi)*(7.46142726684727808362)^taut  + T + (1+r)*at455-a455; % equation 1363
at455 = 0 + 0.00058805999999999995*a453(-1)+ 0.03881195999999995094*a454(-1)+ 0.96059998000000001994*a455(-1); % equation 1364
2.35988035945348650912*(x455)^-gamma =-0.00012148327367734587 + beta*(1+r(+1))*(+ 0.00111975357607425863*(x398(+1) )^-gamma+ 0.07669666573690879507*(x432(+1) )^-gamma+ 2.26690102609341215256*(x455(+1) )^-gamma); % equation 1365


 % FOC planner 

G = Gss*(1+u);
 % equation 1366
I = K - (1-delta)*K(-1);
 % equation 1367
G  + Ctot + I = Y;
 % equation 1368
A = B + K; % equation 1369
FL = (1 - alpha)*TFP*(K(-1)/Ltot)^alpha; % equation 1370
FK = alpha*TFP*(K(-1)/Ltot)^(alpha-1)-delta; % equation 1371
u = rho_u*u(-1) + eps;  % equation 1372
TFP = 1; % equation 1373
Y = TFP*K(-1)^alpha*Ltot^(1-alpha);  % equation 1374
Ltot = l*(+ 0.02061534762779259483*0.11739183149361250014^(1+ taut/(1/phi+1))+ 0.08333333874920376139*0.30645303913469357227^(1+ taut/(1/phi+1))+ 0.12543596057891853723*0.80000000000000004441^(1+ taut/(1/phi+1))+ 0.08333333874920345608*2.08841133312665405697^(1+ taut/(1/phi+1))+ 0.02061534762779254626*5.45182737041481146889^(1+ taut/(1/phi+1))+ 0.02083333333334645709*0.26804523162564741767^(1+ taut/(1/phi+1))+ 0.08333333333338607818*0.51773084863242158082^(1+ taut/(1/phi+1))+ 0.12500000000007921441*1.00000000000000000000^(1+ taut/(1/phi+1))+ 0.08333333333338614757*1.93150553543696545944^(1+ taut/(1/phi+1))+ 0.02083333333334657506*3.73071363342363904181^(1+ taut/(1/phi+1))+ 0.02083333333334645709*0.53609046325129483535^(1+ taut/(1/phi+1))+ 0.08333333333338607818*1.03546169726484316165^(1+ taut/(1/phi+1))+ 0.12500000000007921441*2.00000000000000000000^(1+ taut/(1/phi+1))+ 0.08333333333338614757*3.86301107087393091888^(1+ taut/(1/phi+1))+ 0.02083333333334657506*7.46142726684727808362^(1+ taut/(1/phi+1)));   % equation 1375
Ctot = 0+0.01513436842580653287* (x1+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00043126141511883243* (x2+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00044355042533303878* (x3+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00045618961705375262* (x4+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00046918896887854710* (x5+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00048255874375013544* (x6+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00049630949705892831* (x7+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00051045208497647757* (x8+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00052499767302638541* (x9+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00053995774489944658* (x10+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )
+0.00055534411151998166* (x11+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00057116892037052051* (x12+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00056519256395408846* (x13+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00054961468140571487* (x14+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00053446615769920779* (x15+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00051973515881190624* (x16+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00050541017689142607* (x17+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00049148002126572874* (x18+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00047793380970097147* (x19+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00046476095990030908* (x20+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )
+0.00045195118123700644* (x21+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00043949446671540365* (x22+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00042738108515345374* (x23+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.06127728658283991547* (x24+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00130028418443023592* (x25+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00000913399281786143* (x26+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00133713850253679612* (x27+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00000939288012951477* (x28+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00137503739288330463* (x29+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00000965910515660884* (x30+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )
+0.00141401046207274643* (x31+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00000993287587406347* (x32+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00145408815585633118* (x33+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00001021440615148980* (x34+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00149530178291770537* (x35+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00001050391592026513* (x36+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00153768353933128772* (x37+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00001080163134534325* (x38+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00158126653371383399* (x39+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00001110778500193449* (x40+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )
+0.00162608481308887951* (x41+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00001142261605719335* (x42+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00167217338948426482* (x43+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00001174637045705585* (x44+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00171956826728352223* (x45+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00001207930111837242* (x46+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00000597635641643297* (x47+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00171359191086709528* (x48+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000581249985089554* (x49+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00166660955812867272* (x50+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )
+0.00000565313581763011* (x51+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00162091534258023079* (x52+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000549814114277330* (x53+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00157647394676056307* (x54+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000534739602957730* (x55+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00153325102152385411* (x56+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000520078396581790* (x57+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00149121315949092147* (x58+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000505819163374115* (x59+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00145032786922835917* (x60+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )
+0.00000491950882247910* (x61+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00141056355013562248* (x62+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000478462834286681* (x63+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00137188946802064616* (x64+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000465344594459494* (x65+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00133427573134511641* (x66+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000452586023563375* (x67+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00129769326812103855* (x68+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.09238749103010937547* (x69+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00129769326812103399* (x70+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )
+0.00000452586023563374* (x71+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00133427573134511164* (x72+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000465344594459493* (x73+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00137188946802064117* (x74+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000478462834286680* (x75+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00141056355013561728* (x76+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000491950882247909* (x77+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00145032786922835374* (x78+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000505819163374114* (x79+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00149121315949091583* (x80+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )
+0.00000520078396581789* (x81+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00153325102152384826* (x82+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000534739602957729* (x83+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00157647394676055722* (x84+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000549814114277329* (x85+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00162091534258022472* (x86+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000565313581763010* (x87+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00166660955812866665* (x88+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000581249985089553* (x89+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00171359191086708899* (x90+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )
+0.00000597635641643295* (x91+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00001207930111837246* (x92+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00171956826728352223* (x93+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00001174637045705589* (x94+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00167217338948426461* (x95+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00001142261605719339* (x96+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00162608481308887929* (x97+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00001110778500193453* (x98+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00158126653371383355* (x99+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00001080163134534329* (x100+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )
+0.00153768353933128707* (x101+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00001050391592026516* (x102+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00149530178291770450* (x103+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00001021440615148983* (x104+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00145408815585633031* (x105+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00000993287587406350* (x106+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00141401046207274535* (x107+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00000965910515660887* (x108+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00137503739288330333* (x109+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00000939288012951480* (x110+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )
+0.00133713850253679481* (x111+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00000913399281786145* (x112+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00130028418443023440* (x113+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.06127728658283961710* (x114+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00042738108515345233* (x115+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00043949446671540224* (x116+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00045195118123700503* (x117+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00046476095990030767* (x118+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00047793380970097006* (x119+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00049148002126572733* (x120+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )
+0.00050541017689142466* (x121+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00051973515881190493* (x122+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00053446615769920649* (x123+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00054961468140571357* (x124+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00056519256395408716* (x125+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00057116892037051834* (x126+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*5.45182737041481146889^taut )+0.00055534411151997960* (x127+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*5.45182737041481146889^taut )+0.00053995774489944462* (x128+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*5.45182737041481146889^taut )+0.00052499767302638346* (x129+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*5.45182737041481146889^taut )+0.00051045208497647562* (x130+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*5.45182737041481146889^taut )
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+0.00077695967126546956* (x431+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00080858250000051470* (x432+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00001225125000000779* (x433+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00080858250000051318* (x434+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00001176855050498248* (x435+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00077672433332884295* (x436+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00001130486937971516* (x437+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00074612137906119984* (x438+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00001085945730005700* (x439+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00071672418180376103* (x440+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )
+0.00001043159446524560* (x441+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00068848523470620919* (x442+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00001002058943468304* (x443+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00066135890268907986* (x444+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00000962577801054474* (x445+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00063530134869595211* (x446+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00000924652216441372* (x447+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00061027046285130459* (x448+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00000888220900620537* (x449+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00058622579440955399* (x450+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )
+0.00000853224979371670* (x451+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00056312848638530170* (x452+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00000819607898119927* (x453+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00054094121275915109* (x454+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.01338835034761493362* (x455+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut );  % equation 1376
C1 = 0+0.01513436842580653287* (x1+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00043126141511883243* (x2+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00044355042533303878* (x3+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00045618961705375262* (x4+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00046918896887854710* (x5+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00048255874375013544* (x6+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00049630949705892831* (x7+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00051045208497647757* (x8+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00052499767302638541* (x9+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00053995774489944658* (x10+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )
+0.00055534411151998166* (x11+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00057116892037052051* (x12+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.11739183149361250014^taut )+0.00056519256395408846* (x13+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00054961468140571487* (x14+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00053446615769920779* (x15+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00051973515881190624* (x16+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00050541017689142607* (x17+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00049148002126572874* (x18+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00047793380970097147* (x19+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00046476095990030908* (x20+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )
+0.00045195118123700644* (x21+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00043949446671540365* (x22+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00042738108515345374* (x23+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.06127728658283991547* (x24+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00130028418443023592* (x25+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00000913399281786143* (x26+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00133713850253679612* (x27+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00000939288012951477* (x28+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00137503739288330463* (x29+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00000965910515660884* (x30+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )
+0.00141401046207274643* (x31+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00000993287587406347* (x32+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00145408815585633118* (x33+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00001021440615148980* (x34+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00149530178291770537* (x35+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00001050391592026513* (x36+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00153768353933128772* (x37+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00001080163134534325* (x38+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00158126653371383399* (x39+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00001110778500193449* (x40+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )
+0.00162608481308887951* (x41+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00001142261605719335* (x42+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00167217338948426482* (x43+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00001174637045705585* (x44+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00171956826728352223* (x45+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00001207930111837242* (x46+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.30645303913469357227^taut )+0.00000597635641643297* (x47+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00171359191086709528* (x48+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000581249985089554* (x49+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00166660955812867272* (x50+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )
+0.00000565313581763011* (x51+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00162091534258023079* (x52+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000549814114277330* (x53+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00157647394676056307* (x54+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000534739602957730* (x55+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00153325102152385411* (x56+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000520078396581790* (x57+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00149121315949092147* (x58+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000505819163374115* (x59+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00145032786922835917* (x60+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )
+0.00000491950882247910* (x61+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00141056355013562248* (x62+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000478462834286681* (x63+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00137188946802064616* (x64+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000465344594459494* (x65+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00133427573134511641* (x66+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000452586023563375* (x67+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00129769326812103855* (x68+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.09238749103010937547* (x69+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00129769326812103399* (x70+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )
+0.00000452586023563374* (x71+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00133427573134511164* (x72+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000465344594459493* (x73+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00137188946802064117* (x74+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000478462834286680* (x75+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00141056355013561728* (x76+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000491950882247909* (x77+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00145032786922835374* (x78+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000505819163374114* (x79+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00149121315949091583* (x80+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )
+0.00000520078396581789* (x81+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00153325102152384826* (x82+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000534739602957729* (x83+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00157647394676055722* (x84+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000549814114277329* (x85+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00162091534258022472* (x86+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000565313581763010* (x87+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00166660955812866665* (x88+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00000581249985089553* (x89+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00171359191086708899* (x90+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )
+0.00000597635641643295* (x91+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.80000000000000004441^taut )+0.00001207930111837246* (x92+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00171956826728352223* (x93+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00001174637045705589* (x94+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00167217338948426461* (x95+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00001142261605719339* (x96+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00162608481308887929* (x97+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00001110778500193453* (x98+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00158126653371383355* (x99+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00001080163134534329* (x100+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )
+0.00153768353933128707* (x101+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00001050391592026516* (x102+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00149530178291770450* (x103+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00001021440615148983* (x104+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00145408815585633031* (x105+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00000993287587406350* (x106+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00141401046207274535* (x107+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00000965910515660887* (x108+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00137503739288330333* (x109+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00000939288012951480* (x110+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )
+0.00133713850253679481* (x111+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00000913399281786145* (x112+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00130028418443023440* (x113+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.06127728658283961710* (x114+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00042738108515345233* (x115+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00043949446671540224* (x116+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00045195118123700503* (x117+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00046476095990030767* (x118+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00047793380970097006* (x119+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00049148002126572733* (x120+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )
+0.00050541017689142466* (x121+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00051973515881190493* (x122+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00053446615769920649* (x123+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00054961468140571357* (x124+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00056519256395408716* (x125+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.08841133312665405697^taut )+0.00057116892037051834* (x126+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*5.45182737041481146889^taut )+0.00055534411151997960* (x127+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*5.45182737041481146889^taut )+0.00053995774489944462* (x128+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*5.45182737041481146889^taut )+0.00052499767302638346* (x129+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*5.45182737041481146889^taut )+0.00051045208497647562* (x130+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*5.45182737041481146889^taut )
+0.00049630949705892647* (x131+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*5.45182737041481146889^taut )+0.00048255874375013365* (x132+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*5.45182737041481146889^taut )+0.00046918896887854537* (x133+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*5.45182737041481146889^taut )+0.00045618961705375094* (x134+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*5.45182737041481146889^taut )+0.00044355042533303715* (x135+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*5.45182737041481146889^taut )+0.00043126141511883086* (x136+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*5.45182737041481146889^taut )+0.01513436842580650685* (x137+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*5.45182737041481146889^taut );  % equation 1377
C2 = 0+0.01338835034761483300* (x138+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )+0.00054094121275915011* (x139+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )+0.00000819607898119926* (x140+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )
+0.00056312848638530072* (x141+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )+0.00000853224979371669* (x142+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )+0.00058622579440955301* (x143+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )+0.00000888220900620536* (x144+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )+0.00061027046285130372* (x145+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )+0.00000924652216441371* (x146+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )+0.00063530134869595124* (x147+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )+0.00000962577801054473* (x148+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )+0.00066135890268907910* (x149+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )+0.00001002058943468303* (x150+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )
+0.00068848523470620843* (x151+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )+0.00001043159446524560* (x152+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )+0.00071672418180376027* (x153+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )+0.00001085945730005699* (x154+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )+0.00074612137906119918* (x155+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )+0.00001130486937971516* (x156+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )+0.00077672433332884230* (x157+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )+0.00001176855050498248* (x158+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )+0.00080858250000051253* (x159+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )+0.00001225125000000779* (x160+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.26804523162564741767^taut )
+0.00080858250000051003* (x161+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00077695967126546511* (x162+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00074657357879073414* (x163+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00071737585509501467* (x164+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00068932002429937934* (x165+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00066236142814865562* (x166+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00063645715492603272* (x167+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00061156597114774512* (x168+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00058764825592910709* (x169+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00056466593791742331* (x170+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )
+0.00054258243469138890* (x171+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.05373215828631354440* (x172+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00162791338379094383* (x173+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00001644245115131076* (x174+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00169417065303538515* (x175+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00001711167097824897* (x176+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00176312464175608472* (x177+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00001780812854320116* (x178+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00183488510841451485* (x179+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00001853293244209092* (x180+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )
+0.00190956627872206791* (x181+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00001928723639150937* (x182+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00198728702746040625* (x183+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00002007224106515947* (x184+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00206817106770203294* (x185+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00002088919600504489* (x186+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00215234714773228017* (x187+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00002173940161044576* (x188+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00223994925598616562* (x189+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00002262421120784712* (x190+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )
+0.00233111683432632921* (x191+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00002354503320511496* (x192+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00242599500000153937* (x193+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00002450333333334890* (x194+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.51773084863242158082^taut )+0.00001225125000000774* (x195+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00242599500000153763* (x196+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00001177330497008244* (x197+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00233135222862117762* (x198+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00001131400550298788* (x199+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00224040165535934182* (x200+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )
+0.00001087262419914565* (x201+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00215299924040456264* (x202+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00001044846203624603* (x203+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00206900656321785427* (x204+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00001004084726219572* (x205+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00198829060331399314* (x206+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00000964913433125378* (x207+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00191072352959494388* (x208+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00000927270288167097* (x209+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00183618249790179770* (x210+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )
+0.00000891095675321339* (x211+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00176454945646460268* (x212+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00000856332304301444* (x213+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00169571095894197315* (x214+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00000822925119825974* (x215+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00162955798475438655* (x216+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.08068780883857075426* (x217+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00162955798475438785* (x218+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00000822925119825979* (x219+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00169571095894197467* (x220+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )
+0.00000856332304301448* (x221+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00176454945646460442* (x222+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00000891095675321344* (x223+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00183618249790179944* (x224+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00000927270288167102* (x225+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00191072352959494561* (x226+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00000964913433125383* (x227+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00198829060331399488* (x228+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00001004084726219578* (x229+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00206900656321785600* (x230+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )
+0.00001044846203624609* (x231+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00215299924040456437* (x232+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00001087262419914571* (x233+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00224040165535934355* (x234+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00001131400550298794* (x235+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00233135222862117936* (x236+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00001177330497008250* (x237+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00242599500000153937* (x238+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00001225125000000781* (x239+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.00000000000000000000^taut )+0.00002450333333334889* (x240+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )
+0.00242599500000153937* (x241+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00002354503320511495* (x242+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00233111683432632921* (x243+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00002262421120784710* (x244+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00223994925598616562* (x245+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00002173940161044575* (x246+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00215234714773228017* (x247+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00002088919600504487* (x248+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00206817106770203294* (x249+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00002007224106515945* (x250+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )
+0.00198728702746040625* (x251+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00001928723639150936* (x252+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00190956627872206791* (x253+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00001853293244209091* (x254+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00183488510841451485* (x255+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00001780812854320115* (x256+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00176312464175608472* (x257+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00001711167097824895* (x258+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00169417065303538515* (x259+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00001644245115131074* (x260+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )
+0.00162791338379094383* (x261+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.05373215828631359992* (x262+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00054258243469139215* (x263+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00056466593791742667* (x264+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00058764825592911055* (x265+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00061156597114774870* (x266+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00063645715492603640* (x267+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00066236142814865952* (x268+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00068932002429938335* (x269+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00071737585509501879* (x270+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )
+0.00074657357879073848* (x271+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00077695967126546956* (x272+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00080858250000051470* (x273+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.93150553543696545944^taut )+0.00001225125000000779* (x274+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )+0.00080858250000051318* (x275+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )+0.00001176855050498248* (x276+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )+0.00077672433332884295* (x277+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )+0.00001130486937971516* (x278+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )+0.00074612137906119984* (x279+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )+0.00001085945730005700* (x280+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )
+0.00071672418180376103* (x281+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )+0.00001043159446524560* (x282+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )+0.00068848523470620919* (x283+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )+0.00001002058943468304* (x284+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )+0.00066135890268907986* (x285+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )+0.00000962577801054474* (x286+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )+0.00063530134869595211* (x287+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )+0.00000924652216441372* (x288+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )+0.00061027046285130459* (x289+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )+0.00000888220900620537* (x290+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )
+0.00058622579440955399* (x291+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )+0.00000853224979371670* (x292+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )+0.00056312848638530170* (x293+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )+0.00000819607898119927* (x294+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )+0.00054094121275915109* (x295+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut )+0.01338835034761493362* (x296+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.73071363342363904181^taut );  % equation 1378
C3 = 0+0.01338835034761483300* (x297+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )+0.00054094121275915011* (x298+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )+0.00000819607898119926* (x299+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )+0.00056312848638530072* (x300+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )
+0.00000853224979371669* (x301+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )+0.00058622579440955301* (x302+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )+0.00000888220900620536* (x303+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )+0.00061027046285130372* (x304+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )+0.00000924652216441371* (x305+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )+0.00063530134869595124* (x306+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )+0.00000962577801054473* (x307+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )+0.00066135890268907910* (x308+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )+0.00001002058943468303* (x309+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )+0.00068848523470620843* (x310+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )
+0.00001043159446524560* (x311+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )+0.00071672418180376027* (x312+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )+0.00001085945730005699* (x313+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )+0.00074612137906119918* (x314+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )+0.00001130486937971516* (x315+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )+0.00077672433332884230* (x316+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )+0.00001176855050498248* (x317+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )+0.00080858250000051253* (x318+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )+0.00001225125000000779* (x319+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*0.53609046325129483535^taut )+0.00080858250000051003* (x320+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )
+0.00077695967126546511* (x321+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00074657357879073414* (x322+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00071737585509501467* (x323+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00068932002429937934* (x324+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00066236142814865562* (x325+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00063645715492603272* (x326+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00061156597114774512* (x327+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00058764825592910709* (x328+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00056466593791742331* (x329+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00054258243469138890* (x330+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )
+0.05373215828631354440* (x331+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00162791338379094383* (x332+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00001644245115131076* (x333+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00169417065303538515* (x334+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00001711167097824897* (x335+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00176312464175608472* (x336+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00001780812854320116* (x337+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00183488510841451485* (x338+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00001853293244209092* (x339+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00190956627872206791* (x340+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )
+0.00001928723639150937* (x341+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00198728702746040625* (x342+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00002007224106515947* (x343+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00206817106770203294* (x344+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00002088919600504489* (x345+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00215234714773228017* (x346+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00002173940161044576* (x347+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00223994925598616562* (x348+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00002262421120784712* (x349+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00233111683432632921* (x350+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )
+0.00002354503320511496* (x351+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00242599500000153937* (x352+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00002450333333334890* (x353+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*1.03546169726484316165^taut )+0.00001225125000000774* (x354+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00242599500000153763* (x355+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00001177330497008244* (x356+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00233135222862117762* (x357+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00001131400550298788* (x358+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00224040165535934182* (x359+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00001087262419914565* (x360+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )
+0.00215299924040456264* (x361+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00001044846203624603* (x362+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00206900656321785427* (x363+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00001004084726219572* (x364+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00198829060331399314* (x365+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00000964913433125378* (x366+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00191072352959494388* (x367+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00000927270288167097* (x368+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00183618249790179770* (x369+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00000891095675321339* (x370+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )
+0.00176454945646460268* (x371+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00000856332304301444* (x372+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00169571095894197315* (x373+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00000822925119825974* (x374+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00162955798475438655* (x375+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.08068780883857075426* (x376+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00162955798475438785* (x377+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00000822925119825979* (x378+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00169571095894197467* (x379+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00000856332304301448* (x380+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )
+0.00176454945646460442* (x381+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00000891095675321344* (x382+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00183618249790179944* (x383+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00000927270288167102* (x384+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00191072352959494561* (x385+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00000964913433125383* (x386+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00198829060331399488* (x387+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00001004084726219578* (x388+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00206900656321785600* (x389+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00001044846203624609* (x390+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )
+0.00215299924040456437* (x391+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00001087262419914571* (x392+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00224040165535934355* (x393+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00001131400550298794* (x394+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00233135222862117936* (x395+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00001177330497008250* (x396+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00242599500000153937* (x397+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00001225125000000781* (x398+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*2.00000000000000000000^taut )+0.00002450333333334889* (x399+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00242599500000153937* (x400+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )
+0.00002354503320511495* (x401+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00233111683432632921* (x402+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00002262421120784710* (x403+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00223994925598616562* (x404+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00002173940161044575* (x405+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00215234714773228017* (x406+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00002088919600504487* (x407+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00206817106770203294* (x408+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00002007224106515945* (x409+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00198728702746040625* (x410+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )
+0.00001928723639150936* (x411+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00190956627872206791* (x412+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00001853293244209091* (x413+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00183488510841451485* (x414+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00001780812854320115* (x415+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00176312464175608472* (x416+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00001711167097824895* (x417+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00169417065303538515* (x418+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00001644245115131074* (x419+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00162791338379094383* (x420+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )
+0.05373215828631359992* (x421+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00054258243469139215* (x422+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00056466593791742667* (x423+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00058764825592911055* (x424+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00061156597114774870* (x425+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00063645715492603640* (x426+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00066236142814865952* (x427+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00068932002429938335* (x428+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00071737585509501879* (x429+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00074657357879073848* (x430+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )
+0.00077695967126546956* (x431+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00080858250000051470* (x432+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*3.86301107087393091888^taut )+0.00001225125000000779* (x433+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00080858250000051318* (x434+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00001176855050498248* (x435+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00077672433332884295* (x436+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00001130486937971516* (x437+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00074612137906119984* (x438+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00001085945730005700* (x439+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00071672418180376103* (x440+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )
+0.00001043159446524560* (x441+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00068848523470620919* (x442+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00001002058943468304* (x443+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00066135890268907986* (x444+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00000962577801054474* (x445+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00063530134869595211* (x446+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00000924652216441372* (x447+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00061027046285130459* (x448+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00000888220900620537* (x449+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00058622579440955399* (x450+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )
+0.00000853224979371670* (x451+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00056312848638530170* (x452+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00000819607898119927* (x453+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.00054094121275915109* (x454+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut )+0.01338835034761493362* (x455+(( l^(1 + 1/phi)) /(chi*(1/phi+1)))*7.46142726684727808362^taut );  % equation 1379
w =  (1/chi)*(1/taut +1/(1/phi+1) ) *l^( (1+1/phi)*(1+1/phi)/(1/phi+1 +taut) )  ;  % equation 1380
tauk = 1-r/FK;  % equation 1381
kappa = w/(FL^( (1/phi+1)*taut/(1/phi+1+taut) ));  % equation 1382
A = 0+0.01513436842580653287*a1+0.00043126141511883243*a2+0.00044355042533303878*a3+0.00045618961705375262*a4+0.00046918896887854710*a5+0.00048255874375013544*a6+0.00049630949705892831*a7+0.00051045208497647757*a8+0.00052499767302638541*a9+0.00053995774489944658*a10+0.00055534411151998166*a11+0.00057116892037052051*a12+0.00056519256395408846*a13+0.00054961468140571487*a14+0.00053446615769920779*a15+0.00051973515881190624*a16+0.00050541017689142607*a17+0.00049148002126572874*a18+0.00047793380970097147*a19+0.00046476095990030908*a20+0.00045195118123700644*a21+0.00043949446671540365*a22+0.00042738108515345374*a23+0.06127728658283991547*a24+0.00130028418443023592*a25+0.00000913399281786143*a26+0.00133713850253679612*a27+0.00000939288012951477*a28+0.00137503739288330463*a29+0.00000965910515660884*a30+0.00141401046207274643*a31+0.00000993287587406347*a32+0.00145408815585633118*a33+0.00001021440615148980*a34+0.00149530178291770537*a35+0.00001050391592026513*a36+0.00153768353933128772*a37+0.00001080163134534325*a38+0.00158126653371383399*a39+0.00001110778500193449*a40+0.00162608481308887951*a41+0.00001142261605719335*a42+0.00167217338948426482*a43+0.00001174637045705585*a44+0.00171956826728352223*a45+0.00001207930111837242*a46+0.00000597635641643297*a47+0.00171359191086709528*a48+0.00000581249985089554*a49+0.00166660955812867272*a50+0.00000565313581763011*a51+0.00162091534258023079*a52+0.00000549814114277330*a53+0.00157647394676056307*a54+0.00000534739602957730*a55+0.00153325102152385411*a56+0.00000520078396581790*a57+0.00149121315949092147*a58+0.00000505819163374115*a59+0.00145032786922835917*a60+0.00000491950882247910*a61+0.00141056355013562248*a62+0.00000478462834286681*a63+0.00137188946802064616*a64+0.00000465344594459494*a65+0.00133427573134511641*a66+0.00000452586023563375*a67+0.00129769326812103855*a68+0.09238749103010937547*a69+0.00129769326812103399*a70+0.00000452586023563374*a71+0.00133427573134511164*a72+0.00000465344594459493*a73+0.00137188946802064117*a74+0.00000478462834286680*a75+0.00141056355013561728*a76+0.00000491950882247909*a77+0.00145032786922835374*a78+0.00000505819163374114*a79+0.00149121315949091583*a80+0.00000520078396581789*a81+0.00153325102152384826*a82+0.00000534739602957729*a83+0.00157647394676055722*a84+0.00000549814114277329*a85+0.00162091534258022472*a86+0.00000565313581763010*a87+0.00166660955812866665*a88+0.00000581249985089553*a89+0.00171359191086708899*a90+0.00000597635641643295*a91+0.00001207930111837246*a92+0.00171956826728352223*a93+0.00001174637045705589*a94+0.00167217338948426461*a95+0.00001142261605719339*a96+0.00162608481308887929*a97+0.00001110778500193453*a98+0.00158126653371383355*a99+0.00001080163134534329*a100+0.00153768353933128707*a101+0.00001050391592026516*a102+0.00149530178291770450*a103+0.00001021440615148983*a104+0.00145408815585633031*a105+0.00000993287587406350*a106+0.00141401046207274535*a107+0.00000965910515660887*a108+0.00137503739288330333*a109+0.00000939288012951480*a110+0.00133713850253679481*a111+0.00000913399281786145*a112+0.00130028418443023440*a113+0.06127728658283961710*a114+0.00042738108515345233*a115+0.00043949446671540224*a116+0.00045195118123700503*a117+0.00046476095990030767*a118+0.00047793380970097006*a119+0.00049148002126572733*a120+0.00050541017689142466*a121+0.00051973515881190493*a122+0.00053446615769920649*a123+0.00054961468140571357*a124+0.00056519256395408716*a125+0.00057116892037051834*a126+0.00055534411151997960*a127+0.00053995774489944462*a128+0.00052499767302638346*a129+0.00051045208497647562*a130+0.00049630949705892647*a131+0.00048255874375013365*a132+0.00046918896887854537*a133+0.00045618961705375094*a134+0.00044355042533303715*a135+0.00043126141511883086*a136+0.01513436842580650685*a137+0.01338835034761483300*a138+0.00054094121275915011*a139+0.00000819607898119926*a140+0.00056312848638530072*a141+0.00000853224979371669*a142+0.00058622579440955301*a143+0.00000888220900620536*a144+0.00061027046285130372*a145+0.00000924652216441371*a146+0.00063530134869595124*a147+0.00000962577801054473*a148+0.00066135890268907910*a149+0.00001002058943468303*a150+0.00068848523470620843*a151+0.00001043159446524560*a152+0.00071672418180376027*a153+0.00001085945730005699*a154+0.00074612137906119918*a155+0.00001130486937971516*a156+0.00077672433332884230*a157+0.00001176855050498248*a158+0.00080858250000051253*a159+0.00001225125000000779*a160+0.00080858250000051003*a161+0.00077695967126546511*a162+0.00074657357879073414*a163+0.00071737585509501467*a164+0.00068932002429937934*a165+0.00066236142814865562*a166+0.00063645715492603272*a167+0.00061156597114774512*a168+0.00058764825592910709*a169+0.00056466593791742331*a170+0.00054258243469138890*a171+0.05373215828631354440*a172+0.00162791338379094383*a173+0.00001644245115131076*a174+0.00169417065303538515*a175+0.00001711167097824897*a176+0.00176312464175608472*a177+0.00001780812854320116*a178+0.00183488510841451485*a179+0.00001853293244209092*a180+0.00190956627872206791*a181+0.00001928723639150937*a182+0.00198728702746040625*a183+0.00002007224106515947*a184+0.00206817106770203294*a185+0.00002088919600504489*a186+0.00215234714773228017*a187+0.00002173940161044576*a188+0.00223994925598616562*a189+0.00002262421120784712*a190+0.00233111683432632921*a191+0.00002354503320511496*a192+0.00242599500000153937*a193+0.00002450333333334890*a194+0.00001225125000000774*a195+0.00242599500000153763*a196+0.00001177330497008244*a197+0.00233135222862117762*a198+0.00001131400550298788*a199+0.00224040165535934182*a200+0.00001087262419914565*a201+0.00215299924040456264*a202+0.00001044846203624603*a203+0.00206900656321785427*a204+0.00001004084726219572*a205+0.00198829060331399314*a206+0.00000964913433125378*a207+0.00191072352959494388*a208+0.00000927270288167097*a209+0.00183618249790179770*a210+0.00000891095675321339*a211+0.00176454945646460268*a212+0.00000856332304301444*a213+0.00169571095894197315*a214+0.00000822925119825974*a215+0.00162955798475438655*a216+0.08068780883857075426*a217+0.00162955798475438785*a218+0.00000822925119825979*a219+0.00169571095894197467*a220+0.00000856332304301448*a221+0.00176454945646460442*a222+0.00000891095675321344*a223+0.00183618249790179944*a224+0.00000927270288167102*a225+0.00191072352959494561*a226+0.00000964913433125383*a227+0.00198829060331399488*a228+0.00001004084726219578*a229+0.00206900656321785600*a230+0.00001044846203624609*a231+0.00215299924040456437*a232+0.00001087262419914571*a233+0.00224040165535934355*a234+0.00001131400550298794*a235+0.00233135222862117936*a236+0.00001177330497008250*a237+0.00242599500000153937*a238+0.00001225125000000781*a239+0.00002450333333334889*a240+0.00242599500000153937*a241+0.00002354503320511495*a242+0.00233111683432632921*a243+0.00002262421120784710*a244+0.00223994925598616562*a245+0.00002173940161044575*a246+0.00215234714773228017*a247+0.00002088919600504487*a248+0.00206817106770203294*a249+0.00002007224106515945*a250+0.00198728702746040625*a251+0.00001928723639150936*a252+0.00190956627872206791*a253+0.00001853293244209091*a254+0.00183488510841451485*a255+0.00001780812854320115*a256+0.00176312464175608472*a257+0.00001711167097824895*a258+0.00169417065303538515*a259+0.00001644245115131074*a260+0.00162791338379094383*a261+0.05373215828631359992*a262+0.00054258243469139215*a263+0.00056466593791742667*a264+0.00058764825592911055*a265+0.00061156597114774870*a266+0.00063645715492603640*a267+0.00066236142814865952*a268+0.00068932002429938335*a269+0.00071737585509501879*a270+0.00074657357879073848*a271+0.00077695967126546956*a272+0.00080858250000051470*a273+0.00001225125000000779*a274+0.00080858250000051318*a275+0.00001176855050498248*a276+0.00077672433332884295*a277+0.00001130486937971516*a278+0.00074612137906119984*a279+0.00001085945730005700*a280+0.00071672418180376103*a281+0.00001043159446524560*a282+0.00068848523470620919*a283+0.00001002058943468304*a284+0.00066135890268907986*a285+0.00000962577801054474*a286+0.00063530134869595211*a287+0.00000924652216441372*a288+0.00061027046285130459*a289+0.00000888220900620537*a290+0.00058622579440955399*a291+0.00000853224979371670*a292+0.00056312848638530170*a293+0.00000819607898119927*a294+0.00054094121275915109*a295+0.01338835034761493362*a296+0.01338835034761483300*a297+0.00054094121275915011*a298+0.00000819607898119926*a299+0.00056312848638530072*a300+0.00000853224979371669*a301+0.00058622579440955301*a302+0.00000888220900620536*a303+0.00061027046285130372*a304+0.00000924652216441371*a305+0.00063530134869595124*a306+0.00000962577801054473*a307+0.00066135890268907910*a308+0.00001002058943468303*a309+0.00068848523470620843*a310+0.00001043159446524560*a311+0.00071672418180376027*a312+0.00001085945730005699*a313+0.00074612137906119918*a314+0.00001130486937971516*a315+0.00077672433332884230*a316+0.00001176855050498248*a317+0.00080858250000051253*a318+0.00001225125000000779*a319+0.00080858250000051003*a320+0.00077695967126546511*a321+0.00074657357879073414*a322+0.00071737585509501467*a323+0.00068932002429937934*a324+0.00066236142814865562*a325+0.00063645715492603272*a326+0.00061156597114774512*a327+0.00058764825592910709*a328+0.00056466593791742331*a329+0.00054258243469138890*a330+0.05373215828631354440*a331+0.00162791338379094383*a332+0.00001644245115131076*a333+0.00169417065303538515*a334+0.00001711167097824897*a335+0.00176312464175608472*a336+0.00001780812854320116*a337+0.00183488510841451485*a338+0.00001853293244209092*a339+0.00190956627872206791*a340+0.00001928723639150937*a341+0.00198728702746040625*a342+0.00002007224106515947*a343+0.00206817106770203294*a344+0.00002088919600504489*a345+0.00215234714773228017*a346+0.00002173940161044576*a347+0.00223994925598616562*a348+0.00002262421120784712*a349+0.00233111683432632921*a350+0.00002354503320511496*a351+0.00242599500000153937*a352+0.00002450333333334890*a353+0.00001225125000000774*a354+0.00242599500000153763*a355+0.00001177330497008244*a356+0.00233135222862117762*a357+0.00001131400550298788*a358+0.00224040165535934182*a359+0.00001087262419914565*a360+0.00215299924040456264*a361+0.00001044846203624603*a362+0.00206900656321785427*a363+0.00001004084726219572*a364+0.00198829060331399314*a365+0.00000964913433125378*a366+0.00191072352959494388*a367+0.00000927270288167097*a368+0.00183618249790179770*a369+0.00000891095675321339*a370+0.00176454945646460268*a371+0.00000856332304301444*a372+0.00169571095894197315*a373+0.00000822925119825974*a374+0.00162955798475438655*a375+0.08068780883857075426*a376+0.00162955798475438785*a377+0.00000822925119825979*a378+0.00169571095894197467*a379+0.00000856332304301448*a380+0.00176454945646460442*a381+0.00000891095675321344*a382+0.00183618249790179944*a383+0.00000927270288167102*a384+0.00191072352959494561*a385+0.00000964913433125383*a386+0.00198829060331399488*a387+0.00001004084726219578*a388+0.00206900656321785600*a389+0.00001044846203624609*a390+0.00215299924040456437*a391+0.00001087262419914571*a392+0.00224040165535934355*a393+0.00001131400550298794*a394+0.00233135222862117936*a395+0.00001177330497008250*a396+0.00242599500000153937*a397+0.00001225125000000781*a398+0.00002450333333334889*a399+0.00242599500000153937*a400+0.00002354503320511495*a401+0.00233111683432632921*a402+0.00002262421120784710*a403+0.00223994925598616562*a404+0.00002173940161044575*a405+0.00215234714773228017*a406+0.00002088919600504487*a407+0.00206817106770203294*a408+0.00002007224106515945*a409+0.00198728702746040625*a410+0.00001928723639150936*a411+0.00190956627872206791*a412+0.00001853293244209091*a413+0.00183488510841451485*a414+0.00001780812854320115*a415+0.00176312464175608472*a416+0.00001711167097824895*a417+0.00169417065303538515*a418+0.00001644245115131074*a419+0.00162791338379094383*a420+0.05373215828631359992*a421+0.00054258243469139215*a422+0.00056466593791742667*a423+0.00058764825592911055*a424+0.00061156597114774870*a425+0.00063645715492603640*a426+0.00066236142814865952*a427+0.00068932002429938335*a428+0.00071737585509501879*a429+0.00074657357879073848*a430+0.00077695967126546956*a431+0.00080858250000051470*a432+0.00001225125000000779*a433+0.00080858250000051318*a434+0.00001176855050498248*a435+0.00077672433332884295*a436+0.00001130486937971516*a437+0.00074612137906119984*a438+0.00001085945730005700*a439+0.00071672418180376103*a440+0.00001043159446524560*a441+0.00068848523470620919*a442+0.00001002058943468304*a443+0.00066135890268907986*a444+0.00000962577801054474*a445+0.00063530134869595211*a446+0.00000924652216441372*a447+0.00061027046285130459*a448+0.00000888220900620537*a449+0.00058622579440955399*a450+0.00000853224979371670*a451+0.00056312848638530170*a452+0.00000819607898119927*a453+0.00054094121275915109*a454+0.01338835034761493362*a455;  % equation 1383
tauk  = steady_state(tauk);  % equation 1384
taut = 1.12844036697247696033;  % equation 1385
kappa = steady_state(kappa) -0.10000000000000000555*(B - steady_state(B)) ;  % equation 1386
T = 0 ;  % equation 1387
ut = 100*u;  % equation 1388
Kt = 100*(K/9.61547374616306349537-1);  % equation 1389
Ct = 100*(Ctot/0.49778809030034226746-1);  % equation 1390
C1t = 100*(C1/0.13088395658401580368-1);  % equation 1391
C2t = 100*(C2/0.11523448513195158616-1);  % equation 1392
C3t = 100*(C3/0.25166964858444151876-1);  % equation 1393
Bt = 100*(B/2.17444173895150605347-1);  % equation 1394
wt = 100*(w/1.55881849258749660692-1);  % equation 1395
rt = 100*(r - 0.00533333333333341209);  % equation 1396
tkt = 100*(tauk -0.35999999999999998668);  % equation 1397
Zt = -ut;  % equation 1398
Lt = 100*(Ltot/0.23347805592914933071-1);  % equation 1399
Yt = 100*(Y/0.89032164316324990949-1);  % equation 1400
It = 100*(I/0.24038684365407658738-1);  % equation 1401
BoYt = 100*(B/Y*0.40944837804325540098-1);  % equation 1402
end;

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%

steady_state_model;

a1        = 4.83908555731599765437;
at1       = 4.88730557762940609479;
x1        = 0.08957090245025955966;
a2        = 6.57950322698757705808;
at2       = 6.64226811292606011961;
x2        = 0.11347556826358434767;
a3        = 6.64226811292606189596;
at3       = 6.70552706381068563957;
x3        = 0.11430701428110928708;
a4        = 6.70552706381068563957;
at4       = 6.76928272736767677742;
x4        = 0.11514375715911494280;
a5        = 6.76928272736767677742;
at5       = 6.83353775012695408009;
x5        = 0.11598580981611632257;
a6        = 6.83353775012695319191;
at6       = 6.89829477840154137169;
x6        = 0.11683318614889180720;
a7        = 6.89829477840154225987;
at7       = 6.96355645967158487508;
x7        = 0.11768590144445270629;
a8        = 6.96355645967158221055;
at8       = 7.02932544462443509303;
x8        = 0.11854397304701071170;
a9        = 7.02932544462443598121;
at9       = 7.09560439031181289238;
x9        = 0.11940742149187004439;
a10        = 7.09560439031181466873;
at10       = 7.16239596528075495030;
x10        = 0.12027627250660000158;
a11        = 7.16239596528075406212;
at11       = 7.22970285802927037366;
x11        = 0.12115056038083596435;
a12        = 7.22970285802927126184;
at12       = 7.29752774808133874984;
x12        = 0.12203029043133106768;
a13        = 5.34031821224633063139;
at13       = 5.39208717529118164435;
x13        = 0.12566276620150057530;
a14        = 5.28895608755027613057;
at14       = 5.34031821224632974321;
x14        = 0.12497982671646387653;
a15        = 5.23799871239321301886;
at15       = 5.28895608755027879511;
x15        = 0.12430114584576343328;
a16        = 5.18744395786926926206;
at16       = 5.23799871239321213068;
x16        = 0.12362675254513741385;
a17        = 5.13728969183684114341;
at17       = 5.18744395786926926206;
x17        = 0.12295663869616077490;
a18        = 5.08753377757674218884;
at18       = 5.13728969183684203159;
x18        = 0.12229079750499362300;
a19        = 5.03817407353263746472;
at19       = 5.08753377757674130066;
x19        = 0.12162922241294338299;
a20        = 4.98920843350365039726;
at20       = 5.03817407353263835290;
x20        = 0.12097190664292591100;
a21        = 4.94063470701498275162;
at21       = 4.98920843350364950908;
x21        = 0.12031884302245052232;
a22        = 4.89245073974903643688;
at22       = 4.94063470701498186344;
x22        = 0.11967002392512193776;
a23        = 4.84465437398790133017;
at23       = 4.89245073974903643688;
x23        = 0.11902544126155981119;
a24        = 6.58518673918832320169;
at24       = 6.64751275260430229963;
x24        = 0.14291541965163159777;
a25        = 10.09805782812522245706;
at25       = 10.18785243916415694798;
x25        = 0.18926582893624238624;
a26        = 17.92268764905922040498;
at26       = 18.06101908214586515555;
x26        = 0.27979287307985301059;
a27        = 10.18785243916415517162;
at27       = 10.27827090991260838848;
x27        = 0.19037192048975026815;
a28        = 18.06101908214586515555;
at28       = 18.20010581771906643667;
x28        = 0.28128997148946821572;
a29        = 10.27827090991261016484;
at29       = 10.36931545920308295194;
x29        = 0.19148356996131948859;
a30        = 18.20010581771906643667;
at30       = 18.33994966598651288336;
x30        = 0.28279291804114092823;
a31        = 10.36931545920307939923;
at31       = 10.46098828993586415947;
x31        = 0.19260077316753951293;
a32        = 18.33994966598651288336;
at32       = 18.48055243649351808699;
x32        = 0.28430172172340040238;
a33        = 10.46098828993586771219;
at33       = 10.55329158951491130836;
x33        = 0.19372352627822025939;
a34        = 18.48055243649351453428;
at34       = 18.62191593824926982848;
x34        = 0.28581639164817784771;
a35        = 10.55329158951490775564;
at35       = 10.64622753041484237713;
x35        = 0.19485182595057651267;
a36        = 18.62191593824926272305;
at36       = 18.76404197985139177263;
x36        = 0.28733693704976570604;
a37        = 10.64622753041484237713;
at37       = 10.73979827085995175651;
x37        = 0.19598566944479303698;
a38        = 18.76404197985139532534;
at38       = 18.90693236960887091413;
x38        = 0.28886336728382300265;
a39        = 10.73979827085995175651;
at39       = 10.83400595555549550397;
x39        = 0.19712505468027038957;
a40        = 18.90693236960887091413;
at40       = 19.05058891566330814271;
x40        = 0.29039569182640478928;
a41        = 10.83400595555549372762;
at41       = 10.92885271636128052819;
x41        = 0.19826998018147728997;
a42        = 19.05058891566330814271;
at42       = 19.19501342610863758864;
x42        = 0.29193392027300590907;
a43        = 10.92885271636128230455;
at43       = 11.02434067277006235486;
x43        = 0.19942044488532162383;
a44        = 19.19501342610863758864;
at44       = 19.34020770910924014174;
x44        = 0.29347806233761875028;
a45        = 11.02434067277006590757;
at45       = 11.12047193218050189500;
x45        = 0.20057644793716411513;
a46        = 19.34020770910924014174;
at46       = 19.48617357301652575075;
x46        = 0.29502812785180765331;
a47        = 5.37058591271562946190;
at47       = 5.39208717529118075618;
x47        = 0.18354171037911698461;
a48        = 7.26182671669207824294;
at48       = 7.29752774808133963802;
x48        = 0.20790382891437325652;
a49        = 5.34898796193807335442;
at49       = 5.37058591271562946190;
x49        = 0.18352372518071913277;
a50        = 7.22618076068213444074;
at50       = 7.26182671669208090748;
x50        = 0.20765834803431443278;
a51        = 5.32731532932706119965;
at51       = 5.34898796193807157806;
x51        = 0.18348321794335936685;
a52        = 7.19060242090033607809;
at52       = 7.22618076068213532892;
x52        = 0.20740062004078291258;
a53        = 5.30558370555105884847;
at53       = 5.32731532932706119965;
x53        = 0.18342662173442614293;
a54        = 7.15510073602352214550;
at54       = 7.19060242090033607809;
x54        = 0.20713421399029424697;
a55        = 5.28380563165535743764;
at55       = 5.30558370555105884847;
x55        = 0.18335716986065250800;
a56        = 7.11968296138634570980;
at56       = 7.15510073602352214550;
x56        = 0.20686096143131382785;
a57        = 5.26199165759227316386;
at57       = 5.28380563165535654946;
x57        = 0.18327692030059072881;
a58        = 7.08435520294851617251;
at58       = 7.11968296138634659798;
x58        = 0.20658205043390315270;
a59        = 5.24015090581048337270;
at59       = 5.26199165759227316386;
x59        = 0.18318735682429437839;
a60        = 7.04912273211531026362;
at60       = 7.08435520294851706069;
x60        = 0.20629834811761055269;
a61        = 5.21829141183300215801;
at61       = 5.24015090581048426088;
x61        = 0.18308961501048376386;
a62        = 7.01399017809213276564;
at62       = 7.04912273211531026362;
x62        = 0.20601052479647002924;
a63        = 5.19642034837062904984;
at63       = 5.21829141183300215801;
x63        = 0.18298460052749493387;
a64        = 6.97896165572432991553;
at64       = 7.01399017809213454200;
x64        = 0.20571911951964155785;
a65        = 5.17454418253398085170;
at65       = 5.19642034837062904984;
x65        = 0.18287305722997071467;
a66        = 6.94404085595835685041;
at66       = 6.97896165572432902735;
x66        = 0.20542457813184888948;
a67        = 5.15266879141503864048;
at67       = 5.17454418253398085170;
x67        = 0.18275560962780140750;
a68        = 6.90923111286024393962;
at68       = 6.94404085595835596223;
x68        = 0.20512727719856982400;
a69        = 10.44679922538961314160;
at69       = 10.50651071929469715371;
x69        = 0.24902886727666917466;
a70        = 18.28365074987814864471;
at70       = 18.39025967528716520860;
x70        = 0.33797295987922648663;
a71        = 36.28042057570331024863;
at71       = 36.47206949918511753594;
x71        = 0.51944927701281062848;
a72        = 18.39025967528716876132;
at72       = 18.49740536607728103036;
x72        = 0.33908116894453854684;
a73        = 36.47206949918511043052;
at73       = 36.66452444655118370065;
x73        = 0.52128172728302624162;
a74        = 18.49740536607727747764;
at74       = 18.60508965226103939017;
x74        = 0.34019408053116961810;
a75        = 36.66452444655118370065;
at75       = 36.85778768864508236902;
x75        = 0.52312075930201706875;
a76        = 18.60508965226104294288;
at76       = 18.71331436570329742608;
x76        = 0.34131170626135132196;
a77        = 36.85778768864508236902;
at77       = 37.05186150081753737595;
x77        = 0.52496638971216313951;
a78        = 18.71331436570329387337;
at78       = 18.82208134009010436216;
x78        = 0.34243405773596918840;
a79        = 37.05186150081753027052;
at79       = 37.24674816295410550993;
x79        = 0.52681863520767169273;
a80        = 18.82208134009010080945;
at80       = 18.93139241089516744410;
x80        = 0.34356114653185143570;
a81        = 37.24674816295410550993;
at81       = 37.44244995950293031228;
x81        = 0.52867751253484718266;
a82        = 18.93139241089517099681;
at82       = 19.04124941534334780613;
x82        = 0.34469298419869093264;
a83        = 37.44244995950292320686;
at83       = 37.63896917950258824703;
x83        = 0.53054303849236272850;
a84        = 19.04124941534334780613;
at84       = 19.15165419237088784143;
x84        = 0.34582958225553239728;
a85        = 37.63896917950258824703;
at85       = 37.83630811661017645520;
x85        = 0.53241522993152978760;
a86        = 19.15165419237088784143;
at86       = 19.26260858258185137970;
x86        = 0.34697095218674611772;
a87        = 37.83630811661018356062;
at87       = 38.03446906912937919287;
x87        = 0.53429410375656694043;
a88        = 19.26260858258185137970;
at88       = 19.37411442820015494704;
x88        = 0.34811710543738583201;
a89        = 38.03446906912937208745;
at89       = 38.23345434003869058870;
x89        = 0.53617967692486911968;
a90        = 19.37411442820015139432;
at90       = 19.48617357301652575075;
x90        = 0.34926805340780631148;
a91        = 38.23345434003869058870;
at91       = 38.43326623701985056414;
x91        = 0.53807196644727584012;
a92        = 7.41458861491115150955;
at92       = 7.29752774808133963802;
x92        = 0.31543121361327275398;
a93        = 11.21309672892276054768;
at93       = 11.12047193218050189500;
x93        = 0.36025631934935248291;
a94        = 7.53037043073680312233;
at94       = 7.41458861491114884501;
x94        = 0.31733458924052265759;
a95        = 11.30484517097264074437;
at95       = 11.21309672892276232403;
x95        = 0.36162667295769229669;
a96        = 7.64493302398429630529;
at96       = 7.53037043073680312233;
x96        = 0.31917131483641869583;
a97        = 11.39574373048819033727;
at97       = 11.30484517097264252072;
x97        = 0.36296588051629075089;
a98        = 7.75832608998022976721;
at98       = 7.64493302398429808164;
x98        = 0.32095184258530085053;
a99        = 11.48581605032936714395;
at99       = 11.39574373048818678456;
x99        = 0.36427691250807620049;
a100        = 7.87059251621989197645;
at100       = 7.75832608998022976721;
x100        = 0.32268324536021608662;
a101        = 11.57508352082768077196;
at101       = 11.48581605032936536759;
x101        = 0.36556214755676164074;
a102        = 7.98176976705663676626;
at102       = 7.87059251621989197645;
x102        = 0.32437117503641166305;
a103        = 11.66356572008790237760;
at103       = 11.57508352082767899560;
x103        = 0.36682351197084106520;
a104        = 8.09189126561119387304;
at104       = 7.98176976705663587808;
x104        = 0.32601987265639398306;
a105        = 11.75128072683065916237;
at105       = 11.66356572008790060124;
x105        = 0.36806260955102959587;
a106        = 8.20098719185210711657;
at106       = 8.09189126561119564940;
x106        = 0.32763275962899807148;
a107        = 11.83824534887695989482;
at107       = 11.75128072683065916237;
x107        = 0.36928080761677789523;
a108        = 8.30908502601530862819;
at108       = 8.20098719185210534022;
x108        = 0.32921269664665830934;
a109        = 11.92447530531961952249;
at109       = 11.83824534887696344754;
x109        = 0.37047928453800388349;
a110        = 8.41620999897139476786;
at110       = 8.30908502601530862819;
x110        = 0.33076207963598203143;
a111        = 12.00998537304205449061;
at111       = 11.92447530531961774614;
x111        = 0.37165906635925322066;
a112        = 8.52238545398826374822;
at112       = 8.41620999897139121515;
x112        = 0.33228293076429071817;
a113        = 12.09478950385397055811;
at113       = 12.00998537304205449061;
x113        = 0.37282105696429096442;
a114        = 19.96654600913477040081;
at114       = 19.92461911138774155461;
x114        = 0.45790966996702614500;
a115        = 37.97872881596103411539;
at115       = 38.01947354850936733328;
x115        = 0.63708719059370166882;
a116        = 38.01947354850936733328;
at116       = 38.06033405964750215844;
x116        = 0.63742089190957340605;
a117        = 38.06033405964749505301;
at117       = 38.10131023864183674732;
x117        = 0.63775509938707575230;
a118        = 38.10131023864182964189;
at118       = 38.14240196286731077180;
x118        = 0.63808980048076646696;
a119        = 38.14240196286731077180;
at119       = 38.18360909728014718212;
x119        = 0.63842498205164388558;
a120        = 38.18360909728015428755;
at120       = 38.22493149385025645870;
x120        = 0.63876063032395435926;
a121        = 38.22493149385024935327;
at121       = 38.26636899094824428857;
x121        = 0.63909673083637286162;
a122        = 38.26636899094824428857;
at122       = 38.30792141268024408873;
x122        = 0.63943326838627667641;
a123        = 38.30792141268022987788;
at123       = 38.34958856816204786355;
x123        = 0.63977022696534135981;
a124        = 38.34958856816206207441;
at124       = 38.39137025072225384292;
x124        = 0.64010758968403558278;
a125        = 38.39137025072226094835;
at125       = 38.43326623701985056414;
x125        = 0.64044533868167885515;
a126        = 20.09449280741769428005;
at126       = 19.48617357301652930346;
x126        = 0.65779029873486494218;
a127        = 20.69946377419283933818;
at127       = 20.09449280741770138548;
x127        = 0.66438293561103445306;
a128        = 21.30116032414845861354;
at128       = 20.69946377419283933818;
x128        = 0.67088386425336210550;
a129        = 21.89964975694097759629;
at129       = 21.30116032414845861354;
x129        = 0.67730002968288482990;
a130        = 22.49499395288218650535;
at130       = 21.89964975694098114900;
x130        = 0.68363721017575662664;
a131        = 23.08725020205372047144;
at131       = 22.49499395288218650535;
x131        = 0.68990032599045569839;
a132        = 23.67647187153866994436;
at132       = 23.08725020205372047144;
x132        = 0.69609360567261790997;
a133        = 24.26270894341461215049;
at133       = 23.67647187153867349707;
x133        = 0.70222071885221537535;
a134        = 24.84600844122940443981;
at134       = 24.26270894341461215049;
x134        = 0.70828489063003763349;
a135        = 25.42641477389177140367;
at135       = 24.84600844122940443981;
x135        = 0.71428898643746974173;
a136        = 26.00397001876908475992;
at136       = 25.42641477389177495638;
x136        = 0.72023557466339616084;
a137        = 44.05644420464251709291;
at137       = 43.55628226816072867678;
x137        = 0.89432150969502011151;
a138        = 2.10017173894216657715;
at138       = 2.13813926847377189233;
x138        = 0.08817683453536204197;
a139        = 3.03599295848454664437;
at139       = 3.08835730548710474253;
x139        = 0.10764148153705245525;
a140        = 4.90001153687946366944;
at140       = 4.97899045961260089399;
x140        = 0.14433943408963348376;
a141        = 3.08835730548710518661;
at141       = 3.14147755448184007321;
x141        = 0.10868069152386765353;
a142        = 4.97899045961260000581;
at142       = 5.05898404439015791922;
x142        = 0.14578072858620136354;
a143        = 3.14147755448183962912;
at143       = 3.19536131512583487790;
x143        = 0.10973158322989587377;
a144        = 5.05898404439015614287;
at144       = 5.13999682978660210608;
x144        = 0.14723199739387027307;
a145        = 3.19536131512583532199;
at145       = 3.25001610735897861204;
x145        = 0.11079410704428803436;
a146        = 5.13999682978660210608;
at146       = 5.22203288461004966337;
x146        = 0.14869279244659835970;
a147        = 3.25001610735897905613;
at147       = 3.30544934910835008779;
x147        = 0.11186820051651129304;
a148        = 5.22203288461005055154;
at148       = 5.30509578070275189532;
x148        = 0.15016263582834576962;
a149        = 3.30544934910834919961;
at149       = 3.36166834288355032001;
x149        = 0.11295378717580978334;
a150        = 5.30509578070275189532;
at150       = 5.38918855968370635878;
x150        = 0.15164101353783079884;
a151        = 3.36166834288355120819;
at151       = 3.41868026046031303622;
x151        = 0.11405077453777986984;
a152        = 5.38918855968370547060;
at152       = 5.47431369409846979579;
x152        = 0.15312736968851947683;
a153        = 3.41868026046031303622;
at153       = 3.47649212385744288412;
x153        = 0.11515905029626576084;
a154        = 5.47431369409847068397;
at154       = 5.56047303719852603621;
x154        = 0.15462109487034395028;
a155        = 3.47649212385744155185;
at155       = 3.53511077650448957144;
x155        = 0.11627847236030153244;
a156        = 5.56047303719852603621;
at156       = 5.64766771276843027039;
x156        = 0.15612146560989970112;
a157        = 3.53511077650448957144;
at157       = 3.59454280259285630095;
x157        = 0.11740881660742499837;
a158        = 5.64766771276843115857;
at158       = 5.73589828025631209840;
x158        = 0.15762792055447741313;
a159        = 3.59454280259285674504;
at159       = 3.65479404147628716970;
x159        = 0.11854936934320003949;
a160        = 5.73589828025631121022;
at160       = 5.82516525967708620470;
x160        = 0.15914042304428341335;
a161        = 2.51183740335882266237;
at161       = 2.55102857941740301939;
x161        = 0.13436361673414942697;
a162        = 2.47314463022996022801;
at162       = 2.51183740335882221828;
x162        = 0.13365619419878557728;
a163        = 2.43494528895686457304;
at163       = 2.47314463022996022801;
x163        = 0.13295640088633212117;
a164        = 2.39723494515596691201;
at164       = 2.43494528895686368486;
x164        = 0.13226367359400995061;
a165        = 2.36000919853894686185;
at165       = 2.39723494515596735610;
x165        = 0.13157795457652896043;
a166        = 2.32326365584098359918;
at166       = 2.36000919853894686185;
x166        = 0.13089921334218046489;
a167        = 2.28699392289991187965;
at167       = 2.32326365584098404327;
x167        = 0.13022742735756670518;
a168        = 2.25119560286994158105;
at168       = 2.28699392289991143556;
x168        = 0.12956257587077896209;
a169        = 2.21586429660844252965;
at169       = 2.25119560286994158105;
x169        = 0.12890463772881485816;
a170        = 2.18099560391305491436;
at170       = 2.21586429660844341782;
x170        = 0.12825359052930992987;
a171        = 2.14658512511288313007;
at171       = 2.18099560391305491436;
x171        = 0.12760941027305122697;
a172        = 3.09840851109195547508;
at172       = 3.14593171700333362750;
x172        = 0.14586846332073899468;
a173        = 4.99043640519875886241;
at173       = 5.06222815614943488782;
x173        = 0.18035725603548161122;
a174        = 8.80557820138892211048;
at174       = 8.91353366682409209432;
x174        = 0.23706126657690695936;
a175        = 5.06222815614943399964;
at175       = 5.13482897459703035992;
x175        = 0.18155352789745762832;
a176        = 8.91353366682409209432;
at176       = 9.02236462088405133386;
x176        = 0.23851718695668372439;
a177        = 5.13482897459703035992;
at177       = 5.20824243140706055755;
x177        = 0.18275770469621049896;
a178        = 9.02236462088405311022;
at178       = 9.13207213214507440568;
x178        = 0.23997885088447451496;
a179        = 5.20824243140705966937;
at179       = 5.28247190199125871146;
x179        = 0.18396960898016156971;
a180        = 9.13207213214507618204;
at180       = 9.24265724914370956355;
x180        = 0.24144624391274413511;
a181        = 5.28247190199125782328;
at181       = 5.35752055741123367483;
x181        = 0.18518905331151222504;
a182        = 9.24265724914370956355;
at182       = 9.35412100185135564345;
x182        = 0.24291935296953107160;
a183        = 5.35752055741123367483;
at183       = 5.43339135398022232692;
x183        = 0.18641583870889316676;
a184        = 9.35412100185135741981;
at184       = 9.46646440281092438340;
x184        = 0.24439816602656949662;
a185        = 5.43339135398022232692;
at185       = 5.51008702071691747193;
x185        = 0.18764975243252873804;
a186        = 9.46646440281092260705;
at186       = 9.57968844800757324265;
x186        = 0.24588267183803450000;
a187        = 5.51008702071691836011;
at187       = 5.58761004576383157882;
x187        = 0.18889056687633129505;
a188        = 9.57968844800757501901;
at188       = 9.69379411762246157025;
x188        = 0.24737285982754958491;
a189        = 5.58761004576383335518;
at189       = 5.66596267896152205878;
x189        = 0.19013805573749492650;
a190        = 9.69379411762246157025;
at190       = 9.80878237675298336740;
x190        = 0.24886872005854812628;
a191        = 5.66596267896152205878;
at191       = 5.74514705723752339139;
x191        = 0.19139211749994433642;
a192        = 9.80878237675298336740;
at192       = 9.92465417611461120373;
x192        = 0.25037024321958373241;
a193        = 5.74514705723752339139;
at193       = 5.82516525967708709288;
x193        = 0.19265270540985171555;
a194        = 9.92465417611461298009;
at194       = 10.04141045272523591336;
x194        = 0.25187742061050338860;
a195        = 2.54225070448413870139;
at195       = 2.55102857941740257530;
x195        = 0.19383071518759284468;
a196        = 3.63501222250001010394;
at196       = 3.65479404147628628152;
x196        = 0.21072140836158523292;
a197        = 2.53326589549988190342;
at197       = 2.54225070448413825730;
x197        = 0.19399083390560817319;
a198        = 3.61518863637571064018;
at198       = 3.63501222250001054803;
x198        = 0.21065767247506919646;
a199        = 2.52410874920740280203;
at199       = 2.53326589549988190342;
x199        = 0.19411525223258066508;
a200        = 3.59534415900878689953;
at200       = 3.61518863637571152836;
x200        = 0.21057283792503098119;
a201        = 2.51480304161020873366;
at201       = 2.52410874920740324612;
x201        = 0.19421497542373661327;
a202        = 3.57549329505274604557;
at202       = 3.59534415900878689953;
x202        = 0.21047338730152392872;
a203        = 2.50536699786853400695;
at203       = 2.51480304161020828957;
x203        = 0.19429568112769809995;
a204        = 3.55564723721389919220;
at204       = 3.57549329505274604557;
x204        = 0.21036270990989713869;
a205        = 2.49581560119993195457;
at205       = 2.50536699786853400695;
x205        = 0.19436070848800354738;
a206        = 3.53581521132786003037;
at206       = 3.55564723721389919220;
x206        = 0.21024283231528290150;
a207        = 2.48616161427534754225;
at207       = 2.49581560119993151048;
x207        = 0.19441235796175312944;
a208        = 3.51600507982794496797;
at208       = 3.53581521132785958628;
x208        = 0.21011516712443237265;
a209        = 2.47641615056083885804;
at209       = 2.48616161427534798634;
x209        = 0.19445234682141371296;
a210        = 3.49622368308635644851;
at210       = 3.51600507982794496797;
x210        = 0.20998077833144002113;
a211        = 2.46658903897371839520;
at211       = 2.47641615056083841395;
x211        = 0.19448201888754729216;
a212        = 3.47647705913527804711;
at212       = 3.49622368308635733669;
x212        = 0.20984050475830837157;
a213        = 2.45668907458187568693;
at213       = 2.46658903897371795111;
x213        = 0.19450246043047145217;
a214        = 3.45677059580763890168;
at214       = 3.47647705913527849120;
x214        = 0.20969502880713034032;
a215        = 2.44672419961004683486;
at215       = 2.45668907458187613102;
x215        = 0.19451457120036766413;
a216        = 3.43710914128978650695;
at216       = 3.45677059580763934576;
x216        = 0.20954491885959569686;
a217        = 5.39456390306205779694;
at217       = 5.43252460751357979518;
x217        = 0.23838152352236380294;
a218        = 9.26655193811533628434;
at218       = 9.33479904931643744703;
x218        = 0.28948006062822739803;
a219        = 16.54074321486309173679;
at219       = 16.65294042627055759453;
x219        = 0.37246024817834622045;
a220        = 9.33479904931643922339;
at220       = 9.40348006406637360044;
x220        = 0.29028026292239084150;
a221        = 16.65294042627055404182;
at221       = 16.76573130936098365851;
x221        = 0.37365547123779552230;
a222        = 9.40348006406637182408;
at222       = 9.47259665664284433717;
x222        = 0.29108446257600578688;
a223        = 16.76573130936098721122;
at223       = 16.87911757030645532041;
x223        = 0.37485557581787160020;
a224        = 9.47259665664284433717;
at224       = 9.54215049949842786248;
x224        = 0.29189266668367847002;
a225        = 16.87911757030645532041;
at225       = 16.99310091483835805093;
x225        = 0.37606057057514341579;
a226        = 9.54215049949842786248;
at226       = 9.61214326314556899433;
x226        = 0.29270488221468660139;
a227        = 16.99310091483835449822;
at227       = 17.10768304827399788337;
x227        = 0.37727046419054455217;
a228        = 9.61214326314556899433;
at228       = 9.68257661603350960888;
x228        = 0.29352111600422059468;
a229        = 17.10768304827400498880;
at229       = 17.22286567554366598642;
x229        = 0.37848526536999793635;
a230        = 9.68257661603350783253;
at230       = 9.75345222441586656714;
x230        = 0.29434137474334642892;
a231        = 17.22286567554366598642;
at231       = 17.33865050121809758821;
x231        = 0.37970498284503606534;
a232        = 9.75345222441586656714;
at232       = 9.82477175220742893202;
x232        = 0.29516566496744056636;
a233        = 17.33865050121809758821;
at233       = 17.45503922953655262518;
x233        = 0.38092962537341856777;
a234        = 9.82477175220743248474;
at234       = 9.89653686082835903903;
x234        = 0.29599399304278189993;
a235        = 17.45503922953654907246;
at235       = 17.57203356443520547714;
x235        = 0.38215920173974615714;
a236        = 9.89653686082835903903;
at236       = 9.96874920903365158154;
x236        = 0.29682636515090721208;
a237        = 17.57203356443520547714;
at237       = 17.68963520957610313644;
x237        = 0.38339372075607058843;
a238        = 9.96874920903364980518;
at238       = 10.04141045272523591336;
x238        = 0.29766278727022443817;
a239        = 17.68963520957610313644;
at239       = 17.80784586837648930668;
x239        = 0.38463319126250078428;
a240        = 3.74722217163926529793;
at240       = 3.65479404147628628152;
x240        = 0.28743302365138900800;
a241        = 5.90152848046132127990;
at241       = 5.82516525967708709288;
x241        = 0.31507324619387067077;
a242        = 3.83858010214395939386;
at242       = 3.74722217163926529793;
x242        = 0.28899617333720917234;
a243        = 5.97713410528393307430;
at243       = 5.90152848046132216808;
x243        = 0.31623811266634438422;
a244        = 3.92891914294493904691;
at244       = 3.83858010214396028204;
x244        = 0.29050230533694920698;
a245        = 6.05200595794319262666;
at245       = 5.97713410528393307430;
x245        = 0.31737511482874919411;
a246        = 4.01828183917024528427;
at246       = 3.92891914294493904691;
x246        = 0.29196045813022741822;
a247        = 6.12616519281084315196;
at247       = 6.05200595794319085030;
x247        = 0.31848704916787351493;
a248        = 4.10670471312735863023;
at248       = 4.01828183917024617244;
x248        = 0.29337688144495643883;
a249        = 6.19963086865556167737;
at249       = 6.12616519281084315196;
x249        = 0.31957612411010105635;
a250        = 4.19421965849979461183;
at250       = 4.10670471312735863023;
x250        = 0.29475639869073644306;
a251        = 6.27242037804084073827;
at251       = 6.19963086865556167737;
x251        = 0.32064410750737754041;
a252        = 4.28085507403635023849;
at252       = 4.19421965849979461183;
x252        = 0.29610267490193686868;
a253        = 6.34454974552322159553;
at253       = 6.27242037804084073827;
x253        = 0.32169246012699703741;
a254        = 4.36663655028177277728;
at254       = 4.28085507403635201484;
x254        = 0.29741866974260056100;
a255        = 6.41603385118652091990;
at255       = 6.34454974552322248371;
x255        = 0.32272241190598505156;
a256        = 4.45158739949699544525;
at256       = 4.36663655028177277728;
x256        = 0.29870679797944038603;
a257        = 6.48688660283287177322;
at257       = 6.41603385118652269625;
x257        = 0.32373501448647357126;
a258        = 4.53572905671998682919;
at258       = 4.45158739949699544525;
x258        = 0.29996906116748744964;
a259        = 6.55712106925096271937;
at259       = 6.48688660283287088504;
x259        = 0.32473118105684528611;
a260        = 4.61908138175080917875;
at260       = 4.53572905671998594102;
x260        = 0.30120714886484523110;
a261        = 6.62674958494536969766;
at261       = 6.55712106925096271937;
x261        = 0.32571171560142531121;
a262        = 10.55778167282111290604;
at262       = 10.51266175096153432378;
x262        = 0.37131652640537626819;
a263        = 17.88194297303052948678;
at263       = 17.87561744113919459664;
x263        = 0.44938001338790445338;
a264        = 17.87561744113919814936;
at264       = 17.86921335757294215796;
x264        = 0.44926730660062830225;
a265        = 17.86921335757294215796;
at265       = 17.86272959088006473394;
x265        = 0.44915304338497891168;
a266        = 17.86272959088006473394;
at266       = 17.85616498347449265793;
x266        = 0.44903719143278497672;
a267        = 17.85616498347448910522;
at267       = 17.84951835045767509769;
x267        = 0.44891971711211831053;
a268        = 17.84951835045767509769;
at268       = 17.84278847833800085709;
x268        = 0.44880058535796019115;
a269        = 17.84278847833800085709;
at269       = 17.83597412363140577440;
x269        = 0.44867975954593286581;
a270        = 17.83597412363140577440;
at270       = 17.82907401132239399999;
x270        = 0.44855720134453413994;
a271        = 17.82907401132239399999;
at271       = 17.82208683315855068940;
x271        = 0.44843287053950181553;
a272        = 17.82208683315855068940;
at272       = 17.81501124574286620827;
x272        = 0.44830672482144107160;
a273        = 17.81501124574286620827;
at273       = 17.80784586837648930668;
x273        = 0.44817871952479249043;
a274        = 6.19293401337642901439;
at274       = 5.82516525967708620470;
x274        = 0.42076605366884389792;
a275        = 10.38597272485954370325;
at275       = 10.04141045272523591336;
x275        = 0.46645917626346844465;
a276        = 6.55830401468762147488;
at276       = 6.19293401337642990256;
x276        = 0.42512623941005683870;
a277        = 10.72858519781195774101;
at277       = 10.38597272485954547960;
x277        = 0.47024664089674750311;
a278        = 6.92134953892081661309;
at278       = 6.55830401468762413941;
x278        = 0.42939935649504856752;
a279        = 11.06928776396927283088;
at279       = 10.72858519781195774101;
x279        = 0.47398381421426039051;
a280        = 7.28213617846920424626;
at280       = 6.92134953892081750126;
x280        = 0.43359448397576777490;
a281        = 11.40811722375018000264;
at281       = 11.06928776396927283088;
x281        = 0.47767400094350620510;
a282        = 7.64072285030134157324;
at282       = 7.28213617846920424626;
x282        = 0.43771864710294139389;
a283        = 11.74510775942767182300;
at283       = 11.40811722375018000264;
x283        = 0.48132001549908587368;
a284        = 7.99716290352515546402;
at284       = 7.64072285030134246142;
x284        = 0.44177772796103453867;
a285        = 12.08029130849399379599;
at285       = 11.74510775942766827029;
x285        = 0.48492428496720008102;
a286        = 8.35150506625984156983;
at286       = 7.99716290352515635220;
x286        = 0.44577663206736040102;
a287        = 12.41369786699404542674;
at287       = 12.08029130849399379599;
x287        = 0.48848892112849351399;
a288        = 8.70379422199674479543;
at288       = 8.35150506625983979347;
x288        = 0.44971946393305783918;
a289        = 12.74535573026894752502;
at289       = 12.41369786699404542674;
x289        = 0.49201578466564177550;
a290        = 9.05407199614692181910;
at290       = 8.70379422199674301908;
x290        = 0.45360972101704644110;
a291        = 13.07529168642705030834;
at291       = 12.74535573026894397231;
x291        = 0.49550653371990560636;
a292        = 9.40237720681762745301;
at292       = 9.05407199614692181910;
x292        = 0.45745043262532031347;
a293        = 13.40353117537055460673;
at293       = 13.07529168642705030834;
x293        = 0.49896265936735018087;
a294        = 9.74874622197856055550;
at294       = 9.40237720681762922936;
x294        = 0.46124425592533768725;
a295        = 13.73009842186711537693;
at295       = 13.40353117537055815944;
x295        = 0.50238551242199536162;
a296        = 21.10626917616614051099;
at296       = 20.81330662694867683626;
x296        = 0.57550901210950744513;
a297        = 4.46936816821886750972;
at297       = 4.55192768791536028772;
x297        = 0.19167479704478315727;
a298        = 6.50415213440517181454;
at298       = 6.61839283948155721049;
x298        = 0.23437712989969647359;
a299        = 10.56664700409837820416;
at299       = 10.73939138443517116173;
x299        = 0.31485946406652048912;
a300        = 6.61839283948155721049;
at300       = 6.73429558865292587910;
x300        = 0.23665732199025960036;
a301        = 10.73939138443516938537;
at301       = 10.91435806423759302675;
x301        = 0.31801491915776608499;
a302        = 6.73429558865292676728;
at302       = 6.85187682210601156640;
x302        = 0.23896290618372728609;
a303        = 10.91435806423759480310;
at303       = 11.09155596304973379063;
x303        = 0.32119119362781378690;
a304        = 6.85187682210601156640;
at304       = 6.97115275495803921046;
x304        = 0.24129374389121199806;
a305        = 11.09155596304973201427;
at305       = 11.27099298340593591661;
x305        = 0.32438731261377790061;
a306        = 6.97115275495803921046;
at306       = 7.09213935151813323898;
x306        = 0.24364966944759997025;
a307        = 11.27099298340593946932;
at307       = 11.45267599482389542231;
x307        = 0.32760227973642641608;
a308        = 7.09213935151813501534;
at308       = 7.21485229847950382265;
x308        = 0.24603048889933676335;
a309        = 11.45267599482389364596;
at309       = 11.63661081697424215520;
x309        = 0.33083507618695506824;
a310        = 7.21485229847950471083;
at310       = 7.33930697459378933445;
x310        = 0.24843597632486080773;
a311        = 11.63661081697424215520;
at311       = 11.82280211638033051713;
x311        = 0.33408457370619171201;
a312        = 7.33930697459378933445;
at312       = 7.46551840730612514818;
x312        = 0.25086586056404380773;
a313        = 11.82280211638033229349;
at313       = 12.01125299682025726611;
x313        = 0.33734922610237438878;
a314        = 7.46551840730612159547;
at314       = 7.59350119759798847241;
x314        = 0.25331979302512896979;
a315        = 12.01125299682025371339;
at315       = 12.20196497006833880050;
x315        = 0.34062744943452533120;
a316        = 7.59350119759798847241;
at316       = 7.72326920113585124739;
x316        = 0.25579710228999757993;
a317        = 12.20196497006834057686;
at317       = 12.39493916066511580709;
x317        = 0.34391886246640018809;
a318        = 7.72326920113585213556;
at318       = 7.85483521551553565132;
x318        = 0.25829679854184217636;
a319        = 12.39493916066511580709;
at319       = 12.59017660912301295184;
x319        = 0.34722338671929808829;
a320        = 5.36530307353395397030;
at320       = 5.45059736957783247391;
x320        = 0.29268767685572422144;
a321        = 5.28110275049388100399;
at321       = 5.36530307353395485848;
x321        = 0.29113880093968547147;
a322        = 5.19798720055111918015;
at322       = 5.28110275049388011581;
x322        = 0.28960495945282777042;
a323        = 5.11594628027444731089;
at323       = 5.19798720055111829197;
x323        = 0.28808704685370767340;
a324        = 5.03497032515424169929;
at324       = 5.11594628027444731089;
x324        = 0.28658453012243351177;
a325        = 4.95504971976710706372;
at325       = 5.03497032515424258747;
x325        = 0.28509730862872151302;
a326        = 4.87617485366036618188;
at326       = 4.95504971976710617554;
x326        = 0.28362532611959456741;
a327        = 4.79833611024485318097;
at327       = 4.87617485366036618188;
x327        = 0.28216853747580028511;
a328        = 4.72152386539392576736;
at328       = 4.79833611024485229279;
x328        = 0.28072689894632957275;
a329        = 4.64572848931525506089;
at329       = 4.72152386539392665554;
x329        = 0.27930036486820331021;
a330        = 4.57094034968731399715;
at330       = 4.64572848931525594907;
x330        = 0.27788888641172038163;
a331        = 6.64100102411094805888;
at331       = 6.74463561532202682258;
x331        = 0.31792950933356123322;
a332        = 10.76506308984547288787;
at332       = 10.92202799968392845642;
x332        = 0.39353925401086664593;
a333        = 19.09142212486051093379;
at333       = 19.32778061064450980666;
x333        = 0.51776351054820113351;
a334        = 10.92202799968393200913;
at334       = 11.08076443320711845786;
x334        = 0.39615737200772316307;
a335        = 19.32778061064451335938;
at335       = 19.56605126256507887206;
x335        = 0.52094645349501289555;
a336        = 11.08076443320712023421;
at336       = 11.24127972460253666043;
x336        = 0.39879231143406318472;
a337        = 19.56605126256508242477;
at337       = 19.80623631097522618916;
x337        = 0.52414183690944537997;
a338        = 11.24127972460253666043;
at338       = 11.40358079770670762798;
x338        = 0.40144369886603847863;
a339        = 19.80623631097522618916;
at339       = 20.04833794808156355316;
x339        = 0.52734963433686776746;
a340        = 11.40358079770670762798;
at340       = 11.56767414395734938637;
x340        = 0.40411113652584518263;
a341        = 20.04833794808155644773;
at341       = 20.29235833004809563818;
x341        = 0.53056982123422602449;
a342        = 11.56767414395734761001;
at342       = 11.73356578485744350360;
x342        = 0.40679418659343352660;
a343        = 20.29235833004809563818;
at343       = 20.53829957868823186118;
x343        = 0.53380237456723689249;
a344        = 11.73356578485744883267;
at344       = 11.90126122596077706817;
x344        = 0.40949236248255188597;
a345        = 20.53829957868822830847;
at345       = 20.78616378302698208813;
x345        = 0.53704727268899876691;
a346        = 11.90126122596077529181;
at346       = 12.07076545686594037932;
x346        = 0.41220517484921359586;
a347        = 20.78616378302698564084;
at347       = 21.03595300082276153830;
x347        = 0.54030449530759327992;
a348        = 12.07076545686594037932;
at348       = 12.24208311085623712700;
x348        = 0.41493229208896331706;
a349        = 21.03595300082275798559;
at349       = 21.28766926004988846444;
x349        = 0.54357402345482730421;
a350        = 12.24208311085623712700;
at350       = 12.41521869830943991531;
x350        = 0.41767361535161690034;
a351        = 21.28766926004988846444;
at351       = 21.54131456034382807729;
x351        = 0.54685583945653593041;
a352        = 12.41521869830943813895;
at352       = 12.59017660912301472820;
x352        = 0.42042904756966359425;
a353        = 21.54131456034382097187;
at353       = 21.79689087441027339764;
x353        = 0.55014992690406983034;
a354        = 5.43164335534181574872;
at354       = 5.45059736957783425026;
x354        = 0.42284596462867152233;
a355        = 7.81174309535334998600;
at355       = 7.85483521551553387496;
x355        = 0.45980667239983818995;
a356        = 5.41223534531198335884;
at356       = 5.43164335534181486054;
x356        = 0.42319887234655939601;
a357        = 7.76856056422480634183;
at357       = 7.81174309535335087418;
x357        = 0.45966725872533420461;
a358        = 5.39244931296192397951;
at358       = 5.41223534531198335884;
x358        = 0.42347338527996158941;
a359        = 7.72533335701546519658;
at359       = 7.76856056422480634183;
x359        = 0.45948162797344516139;
a360        = 5.37233798289972774853;
at360       = 5.39244931296192397951;
x360        = 0.42369315748623070927;
a361        = 7.68209355004040883586;
at361       = 7.72533335701546430840;
x361        = 0.45926368263404337977;
a362        = 5.35194180425839416415;
at362       = 5.37233798289972597217;
x362        = 0.42387074563836946162;
a363        = 7.63886591348146204439;
at363       = 7.68209355004040794768;
x363        = 0.45902089991406658243;
a364        = 5.33129389703691813907;
at364       = 5.35194180425839416415;
x364        = 0.42401369459909210580;
a365        = 7.59567078948269891470;
at365       = 7.63886591348146115621;
x365        = 0.45875783995890107025;
a366        = 5.31042240342697358102;
at366       = 5.33129389703691813907;
x366        = 0.42412715881571305676;
a367        = 7.55252547509884841759;
at367       = 7.59567078948269980287;
x367        = 0.45847765634933013157;
a368        = 5.28935179218957429725;
at368       = 5.31042240342697180466;
x368        = 0.42421496181057849473;
a369        = 7.50944499811236632070;
at369       = 7.55252547509884930577;
x369        = 0.45818271060858228871;
a370        = 5.26810368058896738575;
at370       = 5.28935179218957518543;
x370        = 0.42428008558052288102;
a371        = 7.46644261038141188180;
at371       = 7.50944499811236543252;
x371        = 0.45787485880912381919;
a372        = 5.24669739538373747223;
at372       = 5.26810368058896827392;
x372        = 0.42432493592327613641;
a373        = 7.42353012713297832903;
at373       = 7.46644261038141276998;
x373        = 0.45755560825870555952;
a374        = 5.22515037652415426095;
at374       = 5.24669739538373924859;
x374        = 0.42435150272320221188;
a375        = 7.38071817275247799017;
at375       = 7.42353012713297921721;
x375        = 0.45722621281344755229;
a376        = 11.64923346870589782043;
at376       = 11.73217148700276979412;
x376        = 0.52033169731579242967;
a377        = 20.10067230039728869428;
at377       = 20.25006488349208666477;
x377        = 0.63221502689499553540;
a378        = 35.98991315521697487156;
at378       = 36.23569748683978986037;
x378        = 0.81386348264086760818;
a379        = 20.25006488349208666477;
at379       = 20.40040843095619038650;
x379        = 0.63396782351744340733;
a380        = 36.23569748683980407122;
at380       = 36.48278006003152285075;
x380        = 0.81647949793346552561;
a381        = 20.40040843095619393921;
at381       = 20.55170657071309747721;
x381        = 0.63572933922228025416;
a382        = 36.48278006003152285075;
at382       = 36.73116455364834109787;
x382        = 0.81910613565784917700;
a383        = 20.55170657071309747721;
at383       = 20.70396292655427217255;
x383        = 0.63749958920437199694;
a384        = 36.73116455364832688701;
at384       = 36.98085464584655568387;
x384        = 0.82174341473097556321;
a385        = 20.70396292655427927798;
at385       = 20.85718111789221751451;
x385        = 0.63927858838826978616;
a386        = 36.98085464584655568387;
at386       = 37.23185401414679773779;
x386        = 0.82439135413060227187;
a387        = 20.85718111789221040908;
at387       = 21.01136475949423498832;
x387        = 0.64106635140756373925;
a388        = 37.23185401414680484322;
at388       = 37.48416633549913257184;
x388        = 0.82704997289656656534;
a389        = 21.01136475949423498832;
at389       = 21.16651746119390864465;
x389        = 0.64286289258094686527;
a390        = 37.48416633549913257184;
at390       = 37.73779528634908331242;
x390        = 0.82971929013205170111;
a391        = 21.16651746119390864465;
at391       = 21.32264282757620676989;
x391        = 0.64466822588427630247;
a392        = 37.73779528634907620699;
at392       = 37.99274454270459244754;
x392        = 0.83239932500484392630;
a393        = 21.32264282757620676989;
at393       = 21.47974445763163942047;
x393        = 0.64648236491770516565;
a394        = 37.99274454270459244754;
at394       = 38.24901778020385023638;
x394        = 0.83509009674858469818;
a395        = 21.47974445763163942047;
at395       = 21.63782594437342865490;
x395        = 0.64830532286668651754;
a396        = 38.24901778020385023638;
at396       = 38.50661867418396866469;
x396        = 0.83779162466400736164;
a397        = 21.63782594437342154947;
at397       = 21.79689087441027339764;
x397        = 0.65013711245527494587;
a398        = 38.50661867418397577012;
at398       = 38.76555089975056489493;
x398        = 0.84050392812016982980;
a399        = 8.05683361927069618957;
at399       = 7.85483521551553476314;
x399        = 0.62774076060327521631;
a400        = 12.75700102510873001904;
at400       = 12.59017660912301472820;
x400        = 0.68816990247196252461;
a401        = 8.25648088653089651245;
at401       = 8.05683361927069974229;
x401        = 0.63116922191826740907;
a402        = 12.92216139252473361410;
at402       = 12.75700102510873179540;
x402        = 0.69072368126026661983;
a403        = 8.45388984920880481866;
at403       = 8.25648088653089651245;
x403        = 0.63447231192594455429;
a404        = 13.08571038495744076613;
at404       = 12.92216139252473183774;
x404        = 0.69321591153644646077;
a405        = 8.64915358231807473999;
at405       = 8.45388984920880304230;
x405        = 0.63767038929552999349;
a406        = 13.24769483142713077939;
at406       = 13.08571038495743898977;
x406        = 0.69565271879243584241;
a407        = 8.84235276842300521594;
at407       = 8.64915358231807651634;
x407        = 0.64077634287645501843;
a408        = 13.40815697730234212770;
at408       = 13.24769483142713433210;
x408        = 0.69803893643475656283;
a409        = 9.03355805849784410100;
at409       = 8.84235276842300521594;
x409        = 0.64380063456577274472;
a410        = 13.56713533686398598377;
at410       = 13.40815697730234390406;
x410        = 0.70037852085965757176;
a411        = 9.22283230904318429566;
at411       = 9.03355805849784410100;
x411        = 0.64675143564233605886;
a412        = 13.72466536642629542087;
at412       = 13.56713533686398420741;
x412        = 0.70267473544331915392;
a413        = 9.41023209438679941741;
at413       = 9.22283230904318251930;
x413        = 0.64963536351363537769;
a414        = 13.88077996659967716653;
at414       = 13.72466536642629542087;
x414        = 0.70493032498991259338;
a415        = 9.59580889306748829881;
at415       = 9.41023209438680119376;
x415        = 0.65245781569839556013;
a416        = 14.03550987527174775948;
at416       = 13.88077996659967894288;
x416        = 0.70714762769215233629;
a417        = 9.77961001460490209070;
at417       = 9.59580889306749007517;
x417        = 0.65522323576797014688;
a418        = 14.18888396915438221413;
at418       = 14.03550987527174775948;
x418        = 0.70932866866116839333;
a419        = 9.96167928834146110262;
at419       = 9.77961001460490209070;
x419        = 0.65793535621701892957;
a420        = 14.34092949773196146168;
at420       = 14.18888396915438221413;
x420        = 0.71147522913359939611;
a421        = 22.92328416955026071378;
at421       = 22.82487273385991244368;
x421        = 0.81116792876592425099;
a422        = 38.92338196142799944255;
at422       = 38.90991683671100531683;
x422        = 0.98190114162115538221;
a423        = 38.90991683671101952768;
at423       = 38.89628281384545260835;
x423        = 0.98165952868396211262;
a424        = 38.89628281384544550292;
at424       = 38.88247743795542987755;
x424        = 0.98141454698809893475;
a425        = 38.88247743795542987755;
at425       = 38.86849819688267615447;
x425        = 0.98116612585297990901;
a426        = 38.86849819688266194362;
at426       = 38.85434251856389664681;
x426        = 0.98091419165593629614;
a427        = 38.85434251856391085767;
at427       = 38.84000776817551070508;
x427        = 0.98065866758423070326;
a428        = 38.84000776817551070508;
at428       = 38.82549124500727089071;
x428        = 0.98039947334748811514;
a429        = 38.82549124500727799614;
at429       = 38.81079017901576833083;
x429        = 0.98013652483894408984;
a430        = 38.81079017901577543626;
at430       = 38.79590172699169414727;
x430        = 0.97986973372890606715;
a431        = 38.79590172699170125270;
at431       = 38.78082296825296992893;
x431        = 0.97959900696764279360;
a432        = 38.78082296825296282350;
at432       = 38.76555089975056489493;
x432        = 0.97932424617195379390;
a433        = 13.39385891360437597086;
at433       = 12.59017660912301295184;
x433        = 0.91945741870594999146;
a434        = 22.54981995504583380807;
at434       = 21.79689087441026984493;
x434        = 1.01931311863328311063;
a435        = 14.19228175390776591769;
at435       = 13.39385891360437597086;
x435        = 0.92900318850781993252;
a436        = 23.29847696547289714886;
at436       = 22.54981995504583380807;
x436        = 1.02760081060516794693;
a437        = 14.98560856093347837259;
at437       = 14.19228175390776769405;
x437        = 0.93835747693378757095;
a438        = 24.04294989815978311753;
at438       = 23.29847696547289714886;
x438        = 1.03577772573429971459;
a439        = 15.77398360561939050228;
at439       = 14.98560856093348014895;
x439        = 0.94754031557772366856;
a440        = 24.78331997096550765036;
at440       = 24.04294989815978311753;
x440        = 1.04385110792311186501;
a441        = 16.55753662969391371007;
at441       = 15.77398360561939050228;
x441        = 0.95656700309409836702;
a442        = 25.51966267165244062198;
at442       = 24.78331997096551120308;
x442        = 1.05182712043020520909;
a443        = 17.33638556663359153731;
at443       = 16.55753662969391726278;
x443        = 0.96545003969068010630;
a444        = 26.25204853028710161311;
at444       = 25.51966267165244417470;
x444        = 1.05971112355280849826;
a445        = 18.11063826235343654503;
at445       = 17.33638556663359153731;
x445        = 0.97420014190752757255;
a446        = 26.98054375426289297479;
at446       = 26.25204853028709806040;
x446        = 1.06750781612439826773;
a447        = 18.88039397089080750902;
at447       = 18.11063826235343299231;
x447        = 0.98282647680049739503;
a448        = 27.70521076064025578489;
at448       = 26.98054375426289297479;
x448        = 1.07522134158403126492;
a449        = 19.64574465309699391469;
at449       = 18.88039397089080750902;
x449        = 0.99133686691055522555;
a450        = 28.42610861145088207991;
at450       = 27.70521076064025223218;
x450        = 1.08285538785144330731;
a451        = 20.40677600088879373175;
at451       = 19.64574465309699036197;
x451        = 0.99973807163003780563;
a452        = 29.14329337108973305703;
at452       = 28.42610861145087852719;
x452        = 1.09041326756088352568;
a453        = 21.16356824527825608584;
at453       = 20.40677600088879728446;
x453        = 1.00803600888727240559;
a454        = 29.85681840466105185783;
at454       = 29.14329337108972239889;
x454        = 1.09789797901314134521;
a455        = 45.97191089063890245825;
at455       = 45.33186377170080305632;
x455        = 1.25771493578296045257;
l     = 0.10000000000000000555;
r     = 0.00533333333333341209;
w     = 1.55881849258749660692;
FK    = 0.00833333333333352577;
FL    = 2.44051137635560833061;
K     = 9.61547374616306349537;
Ltot  = 0.23347805592914933071;
TFP   = 1;
A     = 11.78991548511456954884;
B     = 2.17444173895150605347;
u     = 0;
tauk  = 0.35999999999999998668;
taut   = 1.12844036697247696033;
Ctot  = 0.49778809030034226746;
Y     = 0.89032164316324990949;
kappa = 0.75000000000000000000;
I  = delta*K;
ut    = 0;
Kt    = 0;
Ct    = 0;
C1t    = 0;
C2t    = 0;
C3t    = 0;
Bt    = 0;
wt    = 0;
rt    = 0;
Tt    = 0;
tkt   = 0;
Zt    = 0;
Lt    = 0;
Yt    = 0;
It    = 0;
BoYt  = 0;
T  = 0;
G     = Gss;
C1  = 0.13088395658401580368;
C2  = 0.11523448513195158616;
C3  = 0.25166964858444151876;
end;

resid;

steady(nocheck);

shocks;
 var eps =0.00900000000000000105;
end;
stoch_simul (order=1,irf=500,periods=1000) ut Bt taut kappa tauk Yt Ct It Lt C1t C2t C3t T;